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Gluon
Gluon
A gluon () is an elementary particle that acts as the exchange particle (or gauge boson) for the strong force between quarks. It is analogous to the exchange of photons in the electromagnetic force between two charged particles. In layman's terms, they "glue" quarks together, forming hadrons such as protons and neutrons.
En physique, les gluons sont les bosons de jauge responsables de l'interaction forte. Les gluons confinent les quarks ensemble en les liant très fortement. Ils permettent ainsi l'existence des protons et des neutrons, ainsi que des autres hadrons, et donc de l'univers que nous connaissons.
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Muon
Muon
The muon (; from the Greek letter mu (μ) used to represent it) is an elementary particle similar to the electron, with an electric charge of −1 "e" and a spin of, but with a much greater mass. It is classified as a lepton. As with other leptons, the muon is not known to have any sub-structure – that is, it is not thought to be composed of any simpler particles.
Le muon est, selon le modèle standard de la physique des particules, une particule élémentaire de charge électrique négative. Le muon a pour spin 1/2 et a les mêmes propriétés physiques que l'électron, mis à part sa masse, 207 fois plus grande (105,66 MeV.c, c'est pour cela qu'on l'appelle parfois « électron lourd »). Les muons sont des fermions de la famille des leptons, comme les électrons et les taus. Les muons sont notés μ. L'antimuon, l'antiparticule associée au muon, est notée μ et est chargée positivement.
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Lynx (web browser)
Lynx (navigateur)
Lynx is a customizable text-based web browser for use on cursor-addressable character cell terminals., it is the oldest web browser still in general use and active development, having started in 1992.
Lynx est un navigateur web en mode texte, et utilisant donc le clavier comme interface principale. Les protocoles supportés sont : Gopher, HTTP, HTTPS, FTP, WAIS, et NNTP.
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null
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Polymerase chain reaction
Réaction en chaîne par polymérase
Polymerase chain reaction (PCR) is a method widely used to rapidly make millions to billions of copies of a specific DNA sample, allowing scientists to take a very small sample of DNA and amplify it to a large enough amount to study in detail. PCR was invented in 1984 by the American biochemist Kary Mullis at Cetus Corporation. It is fundamental to much of genetic testing including analysis of ancient samples of DNA and identification of infectious agents. Using PCR, copies of very small amounts of DNA sequences are exponentially amplified in a series of cycles of temperature changes. PCR is now a common and often indispensable technique used in medical laboratory and clinical laboratory research for a broad variety of applications including biomedical research and criminal forensics.
L’amplification en chaîne par polymérase (ACP, PCR en anglais, le sigle français étant rarement employé) ou réaction de polymérisation en chaîne (Polymerase Chain Reaction en anglais) ou encore test d'amplification des acides nucléiques (TAN au Canada francophone) est une méthode de biologie moléculaire d'amplification génique "in vitro"
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Libertarianism
Libertarianisme
Libertarianism (from, meaning "freedom"), or libertarism (from, meaning "libertarian"), is a political philosophy and movement that upholds liberty as a core principle. Libertarians seek to maximize political freedom and autonomy, emphasizing freedom of choice, voluntary association and individual judgment. Libertarians share a skepticism of authority and state power, but they diverge on the scope of their opposition to existing economic and political systems. Various schools of libertarian thought offer a range of views regarding the legitimate functions of state and private power, often calling for the restriction or dissolution of coercive social institutions. Different categorizations have been used to distinguish various forms of libertarianism. This is done to distinguish libertarian views on the nature of property and capital, usually along left–right or socialist–capitalist lines.
Le libertarianisme, aussi appelé libertarisme (à ne pas confondre avec libertarisme de gauche et libertaire), est une philosophie politique pour laquelle une société juste est une société dont les institutions respectent et protègent la liberté de chaque individu d’exercer son plein droit de propriété sur lui-même ainsi que les droits de propriété qu’il a légitimement acquis sur des objets extérieurs. Issue du libéralisme, elle prône donc, au sein d'un système de propriété et de marché universel, la liberté individuelle en tant que "droit naturel". La liberté est conçue par le libertarianisme comme une valeur fondamentale des rapports sociaux, des échanges économiques et du système politique.
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Felix Klein
Felix Klein
Christian Felix Klein (; 25 April 1849 – 22 June 1925) was a German mathematician and mathematics educator, known for his work with group theory, complex analysis, non-Euclidean geometry, and on the associations between geometry and group theory. His 1872 Erlangen program, classifying geometries by their basic symmetry groups, was an influential synthesis of much of the mathematics of the time.
Felix Christian Klein ( à Düsseldorf – à Göttingen) est un mathématicien allemand, connu pour ses travaux en théorie des groupes, en géométrie non euclidienne, et en analyse. Il a aussi énoncé le très influent programme d'Erlangen, qui ramène l'étude des différentes géométries à celle de leurs groupes de symétrie respectifs.
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Bihar
Bihar
Bihar (; ) is a state in eastern India. It is the third-largest state by population and twelfth-largest by territory, with an area of. It is contiguous with Uttar Pradesh to its west, Nepal to the north, the northern part of West Bengal to the east, and with Jharkhand to the south. The Bihar plain is split by the river Ganges, which flows from west to east. Three main cultural regions converge in the state: Magadh, Mithila, and Bhojpur. Bihar is also the world's third-most populous subnational entity.
Le Bihar () est un État du nord-est de l'Inde. Situé dans l'est de la plaine indo-gangétique, c'est un État très densément peuplé (104 millions d'habitants en 2011 sur, soit ) et encore peu développé sur le plan économique. C'est la région d'origine du bouddhisme et du jaïnisme.
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Rajasthan
Rajasthan
Rajasthan ( ; literally, "Land of Kings") is a state in northern India. The state covers an area of or 10.4 percent of the total geographical area of India. It is the largest Indian state by area and the seventh largest by population. Rajasthan is located on the northwestern side of India, where it comprises most of the wide and inhospitable Thar Desert (also known as the "Great Indian Desert") and shares a border with the Pakistani provinces of Punjab to the northwest and Sindh to the west, along the Sutlej-Indus river valley. Elsewhere it is bordered by five other Indian states: Punjab to the north; Haryana and Uttar Pradesh to the northeast; Madhya Pradesh to the southeast; and Gujarat to the southwest. It's geographical location is 23.3 to 30.12 to North latitude and 69.30 to 78.17 East longitude with the Tropic of Cancer passing through southern most tip of the state.
Le Rajasthan (, littéralement ) est un État du nord-ouest de l'Inde. Sa capitale est Jaipur. Il est bordé à l'ouest par le Pakistan, au nord par le Pendjab, au nord-est par l'Haryana et l'Uttar Pradesh, au sud-est par le Madhya Pradesh et au sud-ouest par le Gujarat.
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Liberalism
Libéralisme
Liberalism is a political and moral philosophy based on liberty, consent of the governed and equality before the law. Liberals espouse a wide array of views depending on their understanding of these principles, but they generally support free markets, free trade, limited government, individual rights (including civil rights and human rights), capitalism, democracy, secularism, gender equality, racial equality, internationalism, freedom of speech, freedom of the press and freedom of religion. Yellow is the political colour most commonly associated with liberalism.
Historiquement, le libéralisme est une doctrine de philosophie politique, moderne et morale (John Locke et Montesquieu sont les pères de cette philosophie) fondée sur la liberté et la reconnaissance de l'individu. Il a pour but initial de rationaliser et ordonner les relations sociales. L'État moderne ou État de droit émerge avec la réflexion libérale. Le libéralisme classique repose sur l’idée que chaque être humain possède des droits fondamentaux naturels précédant toute association, et qu'aucun pouvoir n'a le droit de violer, et prône la liberté d'expression des individus.
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Yury Bandazhevsky
Youri Bandajevsky
Yury Bandazhevsky ( / Juryj Bandažeŭski, / Yuri Ivanovich Bandazhevski; born January 9, 1957 in Belarus), former director of the Medical Institute in Gomel (Belarus), is a scientist working on sanitary consequences of the Chernobyl disaster. He was the first to create an institute in Belarus, in 1989, specially dedicated to scientific work on the 1986 Chernobyl disaster.
Youri Ivanovitch Bandajevsky (en biélorusse : Юрый Бандажэўскі / Iouri Bandajewski, en russe : Юрий Иванович Бандажевский / Iouri Ivanovitch Bandajevski ; (aussi orthographié Yuri Bandazhevsky suivant la graphie anglaise), né le en Biélorussie et, est à la fois professeur de médecine et anatomo-pathologiste travaillant sur les conséquences sanitaires de la catastrophe de Tchernobyl de 1986.
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Lynx
Lynx
A lynx (; plural lynx or lynxes) is any of the four species (Canada lynx, Iberian lynx, Eurasian lynx, bobcat) within the medium-sized wild cat genus "Lynx". The name "lynx" originated in Middle English via Latin from the Greek word λύγξ, derived from the Indo-European root "leuk-" ('light, brightness') in reference to the luminescence of its reflective eyes.
Les lynx (genre Lynx) sont des félins de la sous-famille des félinés. Parmi les félins, les lynx sont aisément reconnaissables à leur face ornée de favoris, à leurs oreilles triangulaires surmontées d'une touffe de poils noirs, et à leur corps doté d'une courte queue et de longues pattes. Parmi les caractéristiques moins visibles, les lynx ne possèdent que 28 dents, au lieu des habituelles chez les félins.
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Probability
Probabilité
Probability is the branch of mathematics concerning numerical descriptions of how likely an event is to occur or how likely it is that a proposition is true. Probability is a number between 0 and 1, where, roughly speaking, 0 indicates impossibility and 1 indicates certainty. The higher the probability of an event, the more likely it is that the event will occur. A simple example is the tossing of a fair (unbiased) coin. Since the coin is fair, the two outcomes ("heads" and "tails") are both equally probable; the probability of "heads" equals the probability of "tails"; and since no other outcomes are possible, the probability of either "heads" or "tails" is 1/2 (which could also be written as 0.5 or 50%).
Le terme probabilité possède plusieurs sens : venu historiquement du latin "probabilitas", il désigne l'opposé du concept de certitude ; il est également une évaluation du caractère probable d'un événement, c'est-à-dire qu'une valeur permet de représenter son degré de certitude ; récemment, la probabilité est devenue une science mathématique et est appelée théorie des probabilités ou plus simplement "probabilités"; enfin une doctrine porte également le nom de probabilisme.
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Arkady and Boris Strugatsky
Arcadi et Boris Strougatski
The brothers Arkady Natanovich Strugatsky (; 28 August 1925 – 12 October 1991) and Boris Natanovich Strugatsky (; 14 April 1933 – 19 November 2012) were Soviet-Russian science fiction authors who collaborated through most of their careers.
Les frères Arcadi et Boris Strougatski (Arcadi 1925-1991, ru: Аркадий Натанович Стругацкий et Boris 1933-2012, ru: Борис Натанович Стругацкий) sont des écrivains soviétiques de science-fiction.
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John Calvin
Jean Calvin
John Calvin (; Calvin was a tireless polemicist and apologetic writer who generated much controversy. He also exchanged cordial and supportive letters with many reformers, including Philipp Melanchthon and Heinrich Bullinger. In addition to his seminal "Institutes of the Christian Religion", Calvin wrote commentaries on most books of the Bible, confessional documents, and various other theological treatises.
Jean Calvin (, "Calvinus", du nom Jehan Cauvin), né le à Noyon (Picardie) et mort le à Genève, est un théologien français, un important réformateur, et un pasteur emblématique de la Réforme protestante du, notamment pour son apport à la doctrine dite du calvinisme.
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Probability axioms
Axiomes des probabilités
The Kolmogorov axioms are the foundations of probability theory introduced by Andrey Kolmogorov in 1933. These axioms remain central and have direct contributions to mathematics, the physical sciences, and real-world probability cases. An alternative approach to formalising probability, favoured by some Bayesians, is given by Cox's theorem.
En théorie des probabilités, les axiomes de probabilités, également appelés axiomes de Kolmogorov du nom d'Andreï Nikolaievitch Kolmogorov qui les a développés, désignent les propriétés que doit vérifier une application formula_1 afin de formaliser l'idée de probabilité.
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null
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Graviton
Graviton
In theories of quantum gravity, the graviton is the hypothetical quantum of gravity, an elementary particle that mediates the force of gravity. There is no complete quantum field theory of gravitons due to an outstanding mathematical problem with renormalization in general relativity. In string theory, believed to be a consistent theory of quantum gravity, the graviton is a massless state of a fundamental string.
Le graviton est une particule élémentaire hypothétique qui transmettrait la gravité, prévue dans la plupart des systèmes de gravité quantique. Il serait donc le quantum de la force gravitationnelle. En langage courant, on peut dire que les gravitons sont les messagers de la gravité, ou les supports de la force. Pour matérialiser cette force, on pourrait prendre l'exemple d'une fronde avec la ficelle (graviton) qui tient la pierre. Plus il y en a dans un champ gravitationnel, plus ce champ est puissant.
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Xi'an
Xi'an
Xi'an (, ; ), also known as Sian, is the capital of Shaanxi Province. A sub-provincial city on the Guanzhong Plain in Northwest China, it is one of the oldest cities in China, the oldest prefecture capital and one of the Four Great Ancient Capitals, having held the position under several of the most important dynasties in Chinese history, including Western Zhou, Qin, Western Han, Sui and Tang. Xi'an is the starting point of the Silk Road and home to the Terracotta Army of Emperor Qin Shi Huang.
Xi'an ( ; ) est la capitale de la province du Shaanxi en Chine. Elle a le statut de ville sous-provinciale.
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null
null
null
null
null
null
Probability space
Espace probabilisé
In probability theory, a probability space or a probability triple formula_1 is a mathematical construct that provides a formal model of a random process or "experiment". For example, one can define a probability space which models the throwing of a die.
Un espace de probabilité(s) ou espace probabilisé est construit à partir d'un espace probabilisable en le complétant par une mesure de probabilité : il permet la modélisation quantitative de l'expérience aléatoire étudiée en associant une probabilité numérique à tout événement lié à l'expérience. Formellement, c'est un triplet formula_1 formé d'un ensemble formula_2, d'une tribu formula_3 sur formula_2 et d'une mesure formula_5 sur cette tribu tel que formula_6.
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Mamallapuram
Mahabalipuram
Mamallapuram, also known as Mahabalipuram, is a town in Chengalpattu district in the southeastern Indian state of Tamil Nadu, best known for the UNESCO World Heritage Site of 7th- and 8th-century Hindu Group of Monuments at Mamallapuram.
Mahabalipuram ou Mamallapuram (en tamoul ). On trouve aussi les noms de Mavalipuram et Mahamalaipuram. Ce nom, d'après le rapport annuel du Département épigraphique de Madras, a été donné à cet endroit au, au cours duquel régna le roi Pallava, Narasimhavarman. La "ville de Mahabali" est une ville indienne du district de Kanchipuram dans l'état du Tamil Nadu.
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Book of Leviticus
Lévitique
The Book of Leviticus () is the third book of the Torah and of the Old Testament; scholars generally agree that it developed over a long period of time, reaching its present form during the Persian Period between 538-332 BC.
Le Lévitique (en grec ancien, relatif aux Juifs, en hébreu "Vayikra", et Il appela) est le troisième des cinq livres de la "Torah" ("Pentateuque"). Il doit son nom au terme « lévite », prêtre hébreu issu de la tribu de Lévi. Il parle des devoirs sacerdotaux en Israël. Il met l'accent sur la sainteté de Dieu et le code selon lequel son peuple pouvait vivre pour devenir saint. Son but est d'enseigner les préceptes moraux et les rituels religieux de la loi de Moïse.
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Electroweak interaction
Interaction électrofaible
In particle physics, the electroweak interaction or electroweak force is the unified description of two of the four known fundamental interactions of nature: electromagnetism and the weak interaction. Although these two forces appear very different at everyday low energies, the theory models them as two different aspects of the same force. Above the unification energy, on the order of 246 GeV, they would merge into a single force. Thus, if the universe is hot enough (approximately 10 K, a temperature not exceeded since shortly after the Big Bang), then the electromagnetic force and weak force merge into a combined electroweak force. During the quark epoch, the electroweak force split into the electromagnetic and weak force.
L’interaction électrofaible, aussi appelée force électrofaible, est la description unifiée de deux des quatre interactions fondamentales de l'univers, à savoir l'électromagnétisme (appelé électrodynamique quantique dans sa version quantique) et l'interaction faible. Ces deux forces paraissent pourtant très différentes aux échelles d'énergie atomique, et même nucléaire : la force électromagnétique est dite de "portée infinie" car on peut l'observer aisément à l'échelle macroscopique tandis que la force faible a une influence uniquement à l'échelle microscopique, au niveau du noyau atomique. Cependant, la force faible, telle qu'elle a été décrite par Enrico Fermi pour rendre compte de la désintégration β a une intensité croissant rapidement avec les énergies auxquelles on la considère, ce qui la rend incohérente à très grande énergie. La force électromagnétique, elle, croît aussi avec l'énergie considérée, mais bien plus lentement. Ces deux forces deviennent donc du même ordre de grandeur, vers une énergie d'une centaine de GeV. La théorie électrofaible s'appuie sur ce phénomène pour prédire une unification des deux théories, qui se confondent à cette échelle d'énergies.
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null
null
null
null
null
null
Sample space
Univers (probabilités)
In probability theory, the sample space (also called sample description space or possibility space) of an experiment or random trial is the set of all possible outcomes or results of that experiment. A sample space is usually denoted using set notation, and the possible ordered outcomes are listed as elements in the set. It is common to refer to a sample space by the labels "S", Ω, or "U" (for "universal set"). The elements of a sample space may be numbers, words, letters, or symbols. They can also be finite, countably infinite, or uncountably infinite.
En théorie des probabilités, un univers, souvent noté formula_1 ou formula_2, est l'ensemble de toutes les issues (résultats) qui peuvent être obtenues au cours d'une expérience aléatoire.
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Conditional probability
Probabilité conditionnelle
In probability theory, conditional probability is a measure of the probability of an event occurring given that another event has (by assumption, presumption, assertion or evidence) occurred. If the event of interest is "A" and the event "B" is known or assumed to have occurred, "the conditional probability of "A" given "B"", or "the probability of "A" under the condition "B"", is usually written as P("A" | "B"), or sometimes "P"("A") or P("A" / "B"). For example, the probability that any given person has a cough on any given day may be only 5%. But if we know or assume that the person is sick, then they are much more likely to be coughing. The conditional probability that someone unwell is coughing might be 75%, then: P(Cough) = 5%; P(Cough | Sick) = 75%.
En théorie des probabilités, une probabilité conditionnelle est la probabilité d'un événement sachant qu'un autre événement a eu lieu. Par exemple, si une carte d'un jeu est tirée au hasard, on estime qu'il y a une chance sur quatre d'obtenir un cœur ; mais si on aperçoit un reflet rouge sur la table, il y a maintenant une chance sur deux d'obtenir un cœur. Cette seconde estimation correspond à la probabilité conditionnelle d'obtenir un cœur sachant que la carte est rouge.
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Macroeconomics
Macroéconomie
Macroeconomics (from the Greek prefix "makro-" meaning "large" + "economics") is a branch of economics dealing with the performance, structure, behavior, and decision-making of an economy as a whole. This includes regional, national, and global economies. Macroeconomists study topics such as GDP, unemployment rates, national income, price indices, output, consumption, unemployment, inflation, saving, investment, energy, international trade, and international finance.
La macroéconomie est l'approche théorique qui étudie l'économie à travers les relations existantes entre les grands agrégats économiques, le revenu, l'investissement, la consommation, le taux de chômage, l'inflation, etc.
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Brown v. Board of Education
Brown v. Board of Education
Brown v. Board of Education of Topeka, 347 U.S. 483 (1954), was a landmark decision of the U.S. Supreme Court in which the Court ruled that U.S. state laws establishing racial segregation in public schools are unconstitutional, even if the segregated schools are otherwise equal in quality. Handed down on May 17, 1954, the Court's unanimous (9–0) decision stated that "separate educational facilities are inherently unequal," and therefore violate the Equal Protection Clause of the Fourteenth Amendment of the U.S. Constitution. However, the decision's 14 pages did not spell out any sort of method for ending racial segregation in schools, and the Court's second decision in "Brown II" () only ordered states to desegregate "with all deliberate speed." The case originated in 1951 when the public school district in Topeka, Kansas, refused to enroll the daughter of local black resident Oliver Brown at the school closest to their home, instead requiring her to ride a bus to a segregated black elementary school farther away. The Browns and twelve other local black families in similar situations then filed a class action lawsuit in U.S. federal court against the Topeka Board of Education, alleging that its segregation policy was unconstitutional. A three-judge panel of the U.S. District Court for the District of Kansas rendered a verdict against the Browns, relying on the precedent of the Supreme Court's 1896 decision in "Plessy v. Ferguson", in which the Court had ruled that racial segregation was not in itself a violation of the Fourteenth Amendment's Equal Protection Clause if the facilities in question were otherwise equal, a doctrine that had come to be known as "separate but equal." The Browns, then represented by NAACP chief counsel Thurgood Marshall, appealed to the Supreme Court, which agreed to hear the case.
Un arrêt complémentaire est rendu dans la même affaire le (349 U.S. 294), et les deux arrêts sont aussi dits Brown I et Brown. L'arrêt est sans doute la plus importante des décisions de la cour Warren. Si techniquement, la décision "Brown" s'applique seulement au système d'éducation publique des États, l'arrêt Bolling v. Sharpe 349 U.S. 497 (1954), moins connu, est rendu le jour suivant et étend l'obligation au gouvernement fédéral.
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Mongols
Mongols
The Mongols (, "Mongolchuud", ) are an East Asian ethnic group native to Mongolia and to China's Inner Mongolia Autonomous Region. They also live as minorities in other regions of China (e.g. Xinjiang), as well as in Russia. Mongolian people belonging to the Buryat and Kalmyk subgroups live predominantly in the Russian federal subjects of Buryatia and Kalmykia.
Les Mongols sont un peuple nomade vivant actuellement en Mongolie, en Russie et en Chine. Les quatre ethnies principales sont les Khalkhas, les Oïrates, les Bouriates et les Kalmouks. Ils sont actuellement environ 10 millions, dont près de 5,8 millions en Chine. Leurs langues forment un groupe spécifique de la famille altaïque comportant plusieurs langues. Les principales sont le khalkha, dialecte devenu langue vernaculaire de Mongolie, le tchakhar, dialecte vernaculaire de Mongolie-Intérieure, le bouriate, parlé en Bouriatie, dans les deux Mongolies et dans d'autres républiques de Sibérie et le kalmouk, parlé en Kalmoukie. Les Mongols pratiquent traditionnellement un bouddhisme lamaïste (dit tibétain) teinté d'animisme voire de chamanisme.
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Probability theory
Théorie des probabilités
Probability theory is the branch of mathematics concerned with probability. Although there are several different probability interpretations, probability theory treats the concept in a rigorous mathematical manner by expressing it through a set of axioms. Typically these axioms formalise probability in terms of a probability space, which assigns a measure taking values between 0 and 1, termed the probability measure, to a set of outcomes called the sample space. Any specified subset of these outcomes is called an event.
La théorie des probabilités en mathématiques est l'étude des phénomènes caractérisés par le hasard et l'incertitude. Elle forme avec la statistique les deux "sciences du hasard" qui sont partie intégrante des mathématiques. Les débuts de l'étude des probabilités correspondent aux premières observations du hasard dans les jeux ou dans les phénomènes climatiques par exemple.
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Gulab jamun
Gulab jamun
Gulab jamun (also spelled gulaab jamun) is a milk-solid-based sweet from the Indian subcontinent, and a type of "mithai," popular in India, Nepal, Pakistan (where it is known as gulab jamun), the Maldives (where it is known as gulaabujaanu), and Bangladesh (where it is known as gulab jam), as well as Myanmar. It is also common in Mauritius, Fiji, the Malay Peninsula, South Africa, and the Caribbean countries of Trinidad and Tobago, (where it is called rasgulla), Guyana, and Suriname. It is made mainly from milk solids, traditionally from khoya, which is milk reduced to the consistency of a soft dough. Modern recipes call for dried or powdered milk instead of khoya. It is often garnished with dried nuts such as almonds and cashews to enhance flavour.
Le gulab jamun ( ; ) est un dessert originaire d'Pakistan. Il est présenté sous la forme de boulettes de pâte, cuites dans l'huile et servies avec un sirop épais. Il est parfumé de cardamome. On l'appelle "lal mohan" au Népal et on le sert parfois avec du yaourt.
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Forever Free (novel)
La Liberté éternelle
Forever Free is a science fiction novel by American author Joe Haldeman, the sequel to "The Forever War". It was published in 1999.
La Liberté éternelle (titre original : "Forever Free") est, vingt-cinq ans plus tard, la suite de "La Guerre éternelle". Ce roman est une odyssée à travers les arcanes de la relativité, de la conscience humaine et de la métaphysique où Joe Haldeman prolonge les enjeux du roman d'origine et de sa nouvelle "Une guerre à part". Il est paru en langue originale en puis en France en.
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Torah
Torah
Torah (;, "Instruction", "Teaching" or "Law") has a range of meanings. It can most specifically mean the first five books (Pentateuch or five books of Moses) of the 24 books of the Hebrew Bible. This is commonly known as the Written Torah. It can also mean the continued narrative from all the 24 books, from the Book of Genesis to the end of the Tanakh (Chronicles), and it can even mean the totality of Jewish teaching, culture, and practice, whether derived from biblical texts or later rabbinic writings. This is often known as the Oral Torah. Common to all these meanings, Torah consists of the origin of Jewish peoplehood: their call into being by God, their trials and tribulations, and their covenant with their God, which involves following a way of life embodied in a set of moral and religious obligations and civil laws ("").
La Torah ou Thora (en hébreu, « instruction » ; en grec ancien, « Loi ») est, selon la tradition du judaïsme, l'enseignement divin transmis par Dieu à Moïse ( – "Tōraṯ Mōshe") sur le mont Sinaï et retransmis au travers de ses cinq livres (hébreu : – "Ḥamishā Ḥoumshē Tōrā") ainsi que l'ensemble des enseignements qui en découlent.
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Uttar Pradesh
Uttar Pradesh
Uttar Pradesh ) (English Translation: "Northern Province") is a state in northern India. With roughly 200 million inhabitants, it is the most populous state in India as well as the most populous country subdivision in the world. It was created on 1 April 1937 as the United Provinces of Agra and Oudh during British rule, and was renamed "Uttar Pradesh" in 1950, giving the acronym "UP". The state is divided into 18 divisions and 75 districts with the capital being Lucknow. On 9 November 2000, a new state, Uttarakhand, was carved out from the state's Himalayan hill region. The two major rivers of the state, the Ganges and Yamuna, join at Allahabad and flow further east as Ganges. Other prominent rivers are Gomti and Varuna. Hindi is the most widely spoken language and is also the official language of the state, along with Urdu.
L' (en littéralement ) est un État du nord de la République indienne. C'est l'État le plus peuplé du pays, avec environ 200 millions d'habitants.
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God Save the Queen
God Save the Queen
"God Save the Queen" (alternatively "God Save the King", depending on the gender of the reigning monarch) is the royal anthem in a number of Commonwealth realms, their territories, and the British Crown dependencies. The author of the tune is unknown, and it may originate in plainchant; but an attribution to the composer John Bull is sometimes made.
Il était par le passé l'hymne national de la majeure partie des pays du Commonwealth ; bien que la plupart d'entre eux aient maintenant leur propre hymne national, plusieurs (dont l'Australie et le Canada) le reconnaissent en tant qu'hymne royal.
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World Trade Organization
Organisation mondiale du commerce
The World Trade Organization (WTO) is an intergovernmental organization that is concerned with the regulation of international trade between nations. The WTO officially commenced on 1 January 1995 under the Marrakesh Agreement, signed by 123 nations on 15 April 1994, replacing the General Agreement on Tariffs and Trade (GATT), which commenced in 1948. It is the largest international economic organization in the world.
LOrganisation mondiale du commerce (OMC ; en, "WTO", en, "OMC") est une organisation internationale qui s'occupe des règles régissant le commerce international entre les pays. Au cœur de l'organisation se trouvent les accords de l'OMC, négociés et signés en avril 1994 à Marrakech par la majeure partie des puissances commerciales du monde et ratifiés par leurs assemblées parlementaires. L'OMC a pour but principal de favoriser l'ouverture commerciale. Pour cela, elle tâche de réduire les obstacles au libre-échange, d'aider les gouvernements à régler leurs différends commerciaux et d'assister les exportateurs, les importateurs et les producteurs de marchandises et de services dans leurs activités.
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Karel Čapek
Karel Čapek
Karel Čapek (; 9 January 1890 – 25 December 1938) was a Czech writer, playwright and critic. He has become best known for his science fiction, including his novel "War with the Newts" (1936) and play "R.U.R." ("Rossum's Universal Robots", 1920), which introduced the word "robot". He also wrote many politically charged works dealing with the social turmoil of his time. Influenced by American pragmatic liberalism, he campaigned in favor of free expression and strongly opposed the rise of both fascism and communism in Europe.
Karel Čapek (), né le à Malé Svatoňovice dans la région de Hradec Králové en royaume de Bohême et mort le à Prague, est l'un des plus importants écrivains tchécoslovaques du. Le mot "robot", qui apparaît pour la première fois dans sa pièce de théâtre de science-fiction "R. U. R." en 1920, sous-titre en anglais du titre tchèque "Rossumovi univerzální roboti", a été inventé par son frère Josef à partir du mot tchèque "robota", qui signifie « travail » ou « servage ».
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Individualist anarchism
Anarchisme individualiste
Individualist anarchism is the branch of anarchism that emphasize the individual and their will over external determinants such as groups, society, traditions and ideological systems. Although usually contrasted to social anarchism, both individualist and social anarchism have influenced each other. Mutualism, an economic theory particularly influential within individualist anarchism whose pursued liberty has been called the synthesis of communism and property, has been considered sometimes part of individualist anarchism and other times part of social anarchism. Many anarcho-communists regard themselves as radical individualists, seeing anarcho-communism as the best social system for the realization of individual freedom.
L’anarchisme individualiste, parfois anarchisme égoïste, ou individualisme libertaire est un courant de l'anarchisme qui prône la liberté des choix de l'individu face à ceux, généralement imposés, d'un groupe social.
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Dalmatian (language)
Dalmate
Dalmatian or Dalmatic (; ; ) is an extinct Romance language that was spoken in the Dalmatia region of present-day Croatia, and as far south as Kotor in Montenegro. The name refers to a tribe of the Illyrian linguistic group, Dalmatae. The Ragusan dialect of Dalmatian, the most studied prestige dialect, was the official language of the Republic of Ragusa for much of its medieval history until it was gradually supplanted by other local languages.
Le dalmate est une langue morte ou une famille de langues mortes faisant partie des langues romanes, anciennement parlée en Illyrie, actuellement pour l'essentiel région côtière de la Croatie et du Monténégro. On désigne sous le nom d'illyro-roman la branche des langues romanes à laquelle appartient cette langue.
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DirectX
DirectX
Microsoft DirectX is a collection of application programming interfaces (APIs) for handling tasks related to multimedia, especially game programming and video, on Microsoft platforms. Originally, the names of these APIs all began with "Direct", such as Direct3D, DirectDraw, DirectMusic, DirectPlay, DirectSound, and so forth. The name "DirectX" was coined as a shorthand term for all of these APIs (the "X" standing in for the particular API names) and soon became the name of the collection. When Microsoft later set out to develop a gaming console, the "X" was used as the basis of the name Xbox to indicate that the console was based on DirectX technology. The "X" initial has been carried forward in the naming of APIs designed for the Xbox such as XInput and the Cross-platform Audio Creation Tool (XACT), while the DirectX pattern has been continued for Windows APIs such as Direct2D and DirectWrite.
Microsoft DirectX est une collection de bibliothèques destinées à la programmation d’applications multimédia, plus particulièrement de jeux ou de programmes faisant intervenir de la vidéo, sur les plates-formes Microsoft (Xbox, systèmes d’exploitation Windows).
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Mexican Stock Exchange
Bolsa Mexicana de Valores
The Mexican Stock Exchange (), commonly known as Mexican Bolsa, Mexbol, or BMV, is one of two stock exchanges in Mexico, the other being BIVA - Bolsa Institucional de Valores. It is the second largest stock exchange in Latin America, only after São Paulo based B3 in Brasil. It is also the fifth largest stock exchange in the Americas. The exchange platform is owned by BMV Group, which also owns the derivative exchange "MexDer" and the custody agency "Indeval".
La Bolsa Mexicana de Valores (BMV) est la principale bourse du Mexique : 71 entreprises y sont cotées. Le principal indice boursier est l'IPC ou Indice de Precios y Cotizaciones. Cet indicateur est basé sur 35 actions. La bourse est située dans un gratte-ciel appelé Centro Bursatil
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Σ-algebra
Tribu (mathématiques)
In mathematical analysis and in probability theory, a σ-algebra (also σ-field) on a set "X" is a collection Σ of subsets of "X" that includes "X" itself, is closed under complement, and is closed under countable unions.
En mathématiques, une tribu ou σ-algèbre (lire "sigma-algèbre") ou plus rarement corps de Borel sur un ensemble "X" est un ensemble non vide de parties de "X", stable par passage au complémentaire et par union dénombrable (donc aussi par intersection dénombrable). Les tribus permettent de définir rigoureusement la notion d'ensemble mesurable.
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Cougar
Puma
The cougar ("Puma concolor") is a large felid of the subfamily Felinae. It is native to the Americas. Its range spans from the Canadian Yukon to the southern Andes in South America, and is the widest of any large wild terrestrial mammal in the Western Hemisphere. It is an adaptable, generalist species, occurring in most American habitat types. Due to its wide range, it has many names including puma, mountain lion, red tiger, and catamount.
Le puma (Puma concolor), également appelé lion de montagne, ou cougar, est un mammifère carnivore qui appartient à la famille des félidés. C'est un animal solitaire qui vit en Amérique du Nord et du Sud. Difficile à observer, il ressemble à un léopard sans taches, ce qui explique que, par abus de langage, on le désigne parfois également sous le terme de « panthère ». En France, sa présence à l'état sauvage se limite à la Guyane.
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Indus River
Indus
The Indus River (also called the Sindhū) is one of the longest rivers in Asia. It flows through China (western Tibet), India (Ladakh) and Pakistan. Originating in the Tibetan Plateau in the vicinity of Lake Manasarovar, the river runs a course through the Ladakh region of India, towards Gilgit-Baltistan and then flows in a southerly direction along the entire length of Pakistan to merge into the Arabian Sea near the port city of Karachi in Sindh. It is the longest river of Pakistan.
L’Indus (connu sous le nom de Sindh ou Sindhu dans l’Antiquité, et de "Senge Khabab" en tibétain « qui sort de la bouche du lion » au niveau de sa source) est un fleuve d'Asie qui a donné son nom à l’Inde. Il coule depuis l’Himalaya en direction du sud-ouest et se jette dans la mer d'Arabie. L’Indus fait partie des sept rivières sacrées de l'Inde.
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Koningsdag
Fête du Roi (Pays-Bas)
Koningsdag () or King's Day is a national holiday in the Kingdom of the Netherlands. Celebrated on 27 April (26 April if the 27th is a Sunday), the date marks the birth of King Willem-Alexander. Until the abdication of Queen Beatrix in 2013, the holiday was known as Koninginnedag () or Queen's Day and was celebrated on 30 April.
La fête du Roi ou le jour du Roi (), précédemment la fête de la Reine ou le jour de la Reine (), est la fête nationale du royaume des Pays-Bas, marquant l’anniversaire du roi.
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Protocol stack
Pile de protocoles
The protocol stack or network stack is an implementation of a computer networking protocol suite or protocol family. Some of these terms are used interchangeably but strictly speaking, the "suite" is the definition of the communication protocols, and the "stack" is the software implementation of them.
Une pile de protocoles est une mise en œuvre particulière d'un ensemble de protocoles de communication réseau. L'intitulé « pile » implique que chaque couche de protocole s'appuie sur celles qui sont en dessous afin d'y apporter un supplément de fonctionnalité.
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Trigonometric tables
Construction des tables trigonométriques
In mathematics, tables of trigonometric functions are useful in a number of areas. Before the existence of pocket calculators, trigonometric tables were essential for navigation, science and engineering. The calculation of mathematical tables was an important area of study, which led to the development of the first mechanical computing devices.
Les tables de fonctions trigonométriques sont utiles dans beaucoup de domaines. Avant l'existence des calculatrices de poche, les tables trigonométriques étaient essentielles pour la navigation, dans les sciences et dans la technologie. La réalisation de tables de valeurs approchées des fonctions représentait un domaine d'étude important, et mena au développement des premiers dispositifs de calcul mécaniques.
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Euler's formula
Formule d'Euler
Euler's formula, named after Leonhard Euler, is a mathematical formula in complex analysis that establishes the fundamental relationship between the trigonometric functions and the complex exponential function. Euler's formula states that for any real number :
La formule d'Euler est une égalité mathématique, attribuée au mathématicien suisse Leonhard Euler. Elle s'écrit, pour tout nombre réel, formula_1 et se généralise aux complexes.
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Ganges
Gange
The Ganges ( ) or Ganga (), is a trans-boundary river of South Asia which flows through India and Bangladesh. The river originates from the Gangotri Glacier of western Himalayas in the Indian state of Uttarakhand, and flows south and east through the Gangetic Plain of India and Bangladesh, eventually emptying into the Bay of Bengal.
Le Gange ( ', ') est un fleuve de la plaine indo-gangétique, au nord de l'Inde. Sa longueur varie suivant les sources de à, son bassin couvre et son delta est commun avec celui du Brahmapoutre.
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Interlingua
Interlingua (IALA)
Interlingua (; ISO 639 language codes "ia", "ina") is an Italic international auxiliary language (IAL), developed between 1937 and 1951 by the International Auxiliary Language Association (IALA). It ranks among the top most widely used IALs, and is the most widely used naturalistic IAL: in other words, its vocabulary, grammar and other characteristics are derived from natural languages, rather than being centrally planned. Interlingua was developed to combine a simple, mostly regular grammar with a vocabulary common to the widest possible range of western European languages, making it unusually easy to learn, at least for those whose native languages were sources of Interlingua's vocabulary and grammar. Conversely, it is used as a rapid introduction to many natural languages.
L'interlingua (à ne pas confondre avec l'interlingue aussi nommé "occidental", ni avec l'interlingua de Peano aussi nommée "latino sine flexione") est une langue construite élaborée par l""' (IALA).
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Parisii (Gaul)
Parisii
The Parisii were a Belgic tribe, dwelling on the banks of the river Seine during the Iron Age, from the middle of the 3rd century BC until the Roman era.
Les Parisii formaient un peuple gaulois installé dans l'actuelle région parisienne, qui a donné son nom à la ville de Paris. Selon César (53 av. J.-C.), leur ville principale (oppidum) aurait été Lutetia (Paris). Leur homonyme Parisii était un peuple occupant ce qui est aujourd'hui le Yorkshire de l'Est en Angleterre.
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Brahui language
Brahoui
Brahui (; ) is a Dravidian language spoken primarily by the Brahui people in the central part of Balochistan Province, in Pakistan and in scattered parts of Iran, Afghanistan and Turkmenistan and by expatriate Brahui communities in Iraq, Qatar and United Arab Emirates. It is isolated from the nearest Dravidian-speaking neighbour population of South India by a distance of more than. Kalat, Khuzdar, Mastung, Quetta, Bolan, Nasirabad Noshki, kharan district of Balochistan Province are predominantly Brahui-speaking. Brahui is also spoken in Sindh, mostly in Larkana and Nawabshah divisions.
Le brahoui ("brahui" en transcription anglaise, بروہی en alphabet arabe) est une langue parlée principalement dans le Balouchistan au Pakistan, mais aussi en Afghanistan et en Iran. Au Pakistan, elle est principalement utilisée sur le plateau du Kalat dans la région de Balouchistan. La plupart des locuteurs ne savent ni lire ni écrire la langue. Beaucoup sont bilingues et parlent aussi le baloutchi.
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Périgord
Périgord
The Périgord (,, ; / ) is a natural region and former province of France, which corresponds roughly to the current Dordogne "département", now forming the northern part of the Aquitaine "région". It is divided into four areas called the Périgord Noir (Black), the Périgord Blanc (White), the Périgord Vert (Green) and the Périgord Pourpre (Purple). The geography and natural resources of Périgord make it a beautiful, unspoiled region rich in history and wildlife, and the newly created Parc Naturel Régional Périgord-Limousin aims to conserve it as such.
Le Périgord ( ou "" en occitan) est une région historique française correspondant à un ancien comté qui recouvrait approximativement l'actuel département français de la Dordogne, en région Nouvelle-Aquitaine. Cette région est essentiellement rurale et marquée par un large patrimoine culturel, archéologique et historique.
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Saint Stephen
Étienne (martyr)
Stephen ( "Stéphanos", meaning "wreath, crown" and by extension "reward, honor, renown, fame", often given as a title rather than as a name, ), (c. AD 5 – c. AD 34) traditionally venerated as the protomartyr or first martyr of Christianity, was according to the Acts of the Apostles a deacon in the early church at Jerusalem who aroused the enmity of members of various synagogues by his teachings. Accused of blasphemy at his trial, he made a speech denouncing the Jewish authorities who were sitting in judgment on him and was then stoned to death. His martyrdom was witnessed by Saul of Tarsus, a Pharisee who would later become a follower of Jesus and known as Paul the Apostle.
Saint Étienne est un prédicateur juif du considéré "a posteriori" comme le premier diacre ("protodiacre") et le premier martyr ("protomartyr") de la chrétienté.
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Dari
Dari
Dari (, "Darī", ) or Dari Persian (,, ) or synonymously Farsi (,, ), is a political term referring to all the varieties of the Persian language officially spoken in Afghanistan. Dari is the term officially recognized and promoted since 1964 by the Afghan government for the Persian language, hence, it is also known as Afghan Persian in many Western sources. This has resulted in a naming dispute. Many Persian speakers in Afghanistan prefer and use the name "Farsi" and say the term Dari has been forced on them by the dominant Pashtun ethnic group as an attempt to distance Afghans from their cultural, linguistic and historical ties to the Persian-speaking nations, which includes Iran and Tajikistan.
Le dari (en dari : ), aussi appelé persan afghan ou farsi oriental, est une variété du persan parlée principalement en Afghanistan.
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Protectionism
Protectionnisme
Protectionism is the economic policy of restricting imports from other countries through methods such as tariffs on imported goods, import quotas, and a variety of other government regulations. Proponents argue that protectionist policies shield the producers, businesses, and workers of the import-competing sector in the country from foreign competitors. However, they also reduce trade and adversely affect consumers in general (by raising the cost of imported goods), and harm the producers and workers in export sectors, both in the country implementing protectionist policies and in the countries protected against.
Le protectionnisme est une politique économique interventionniste menée par un État ou un groupe d'États, consistant à protéger ses producteurs contre la concurrence des producteurs étrangers. Les buts peuvent être le maintien de l'emploi dans certains secteurs d'activité, la diminution du déficit commercial, ou la défense du niveau de vie. Les mesures protectionnistes consistent essentiellement à freiner les importations (barrières douanières, normes contraignantes, freins administratifs...), encourager les exportations (subventions diverses, incitations fiscales, dévaluation, dumping comme le « protectionnisme offensif »), privilégier les entreprises nationales dans les appels d'offres de marchés publics, ou empêcher les investisseurs étrangers de prendre le contrôle d'entreprises nationales.
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Catherine of Aragon
Catherine d'Aragon
Catherine of Aragon (; 16 December 1485 – 7 January 1536) was Queen of England from June 1509 until May 1533 as the first wife of King Henry VIII; she was previously Princess of Wales as the wife of Henry's elder brother, Arthur.
Catherine d'Aragon ou "Catalina" en espagnol, née le à Alcala de Henares, en Castille, et morte le à Kimbolton, en Angleterre. Infante de Castille et d'Aragon, elle est reine consort d'Angleterre, avant de voir son mariage annulé par la volonté de son mari Henri VIII. Les circonstances dans lesquelles se déroule l'événement sont à l'origine de l'anglicanisme. Avant son mariage avec Henri VIII, elle fut mariée à Arthur Tudor, prince de Galles.
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Indo-Aryan migration
Théorie de l'invasion aryenne
The Indo-Aryan migrations were the migrations into the Indian subcontinent of Indo-Aryan peoples, an ethnolinguistic group that spoke Indo-Aryan languages, the predominant languages of today's North India, Pakistan, Nepal, Bangladesh, Sri Lanka and the Maldives. Indo-Aryan population movements into the region and Anatolia (ancient Mitanni) from Central Asia are generally considered to have started around 2000 BCE, as a slow diffusion during the Late Harappan period, which led to a language shift in the northern Indian subcontinent. The Iranian languages were brought into Iran by the Iranians, who were closely related to the Indo-Aryans.
La théorie de l'invasion aryenne (TIA) soutient que des populations nomades de langue indo-européenne, connues sous le nom d'« Aryens », Indo-Aryens ou, selon l'usage scientifique, Indo-Iraniens et originaires de la steppe pontique, se sont déplacées vers l'Asie centrale, puis ont envahi le nord-ouest du sous-continent indien à partir du IIe millénaire av. J.-C..
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Binary tree
Arbre binaire
In computer science, a binary tree is a tree data structure in which each node has at most two children, which are referred to as the'and the '. A recursive definition using just set theory notions is that a (non-empty) binary tree is a tuple ("L", "S", "R"), where "L" and "R" are binary trees or the empty set and "S" is a singleton set. Some authors allow the binary tree to be the empty set as well.
En informatique, un arbre binaire est une structure de données qui peut se représenter sous la forme d'une hiérarchie dont chaque élément est appelé nœud, le nœud initial étant appelé "racine". Dans un arbre binaire, chaque élément possède au plus deux éléments fils au niveau inférieur, habituellement appelés "gauche" et "droit". Du point de vue de ces éléments fils, l'élément dont ils sont issus au niveau supérieur est appelé "père".
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Slovene language
Slovène
Slovene ( or ), or alternatively Slovenian (; "slovenski jezik" or "slovenščina"), is a South Slavic language spoken by the Slovenes. It is spoken by about 2.5 million speakers worldwide, the majority of whom live in Slovenia, where it is one of the three official languages. As Slovenia is part of the European Union, Slovene is also one of its 24 official and working languages.
Le slovène () est une langue du groupe des langues slaves et plus particulièrement du sous-groupe des langues slaves méridionales, de la famille des langues indo-européennes. Il est parlé par deux millions de personnes environ, principalement en Slovénie, mais aussi en Autriche et en Italie (partie limitrophe orientale de la région autonome du Frioul-Vénétie julienne, dont Trieste et Gorizia). Il est la langue officielle de la Slovénie et une des langues officielles de l'Union européenne.
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Hugo Gernsback
Hugo Gernsback
Hugo Gernsback (; born Hugo Gernsbacher, August 16, 1884 – August 19, 1967) was a Luxembourgish-American inventor, writer, editor, and magazine publisher, best known for publications including the first science fiction magazine. His contributions to the genre as publisher—although not as a writer—were so significant that, along with the novelists H. G. Wells and Jules Verne, he is sometimes called "The Father of Science Fiction". In his honour, annual awards presented at the World Science Fiction Convention are named the "Hugos".
Hugo Gernsback, né le à Bonnevoie au Luxembourg et mort le à New York, est un romancier de science-fiction et homme de presse américain.
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Concorde
Concorde (avion)
The Aérospatiale/BAC Concorde () is a British–French turbojet-powered supersonic passenger airliner that was operated until 2003. It had a maximum speed over twice the speed of sound, at Mach 2.04 ( at cruise altitude), with seating for 92 to 128 passengers. First flown in 1969, Concorde entered service in 1976 and continued flying for the next 27 years. It is one of only two supersonic transports to have been operated commercially; the other is the Soviet-built Tupolev Tu-144, which operated in the late 1970s.
Le Concorde est un avion de ligne supersonique conçu conjointement par Sud-Aviation (devenue par la suite Aérospatiale) et British Aircraft Corporation (devenue ensuite British Aerospace), en service de 1976 à 2003 chez British Airways et Air France.
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Sardinian language
Sarde
Sardinian or Sard ("sardu"/"sadru", "limba sarda" or "lìngua sarda" ) is a Romance language spoken by the Sardinians on the Western Mediterranean island of Sardinia.
Le sarde () est une langue appartenant à la branche romane méridionale de la famille des langues indo-européennes. Il est parlé par les Sardes en Sardaigne et chez nombre de travailleurs émigrés sardes répartis dans tous les continents (la Région Sarde a recensé quelque 145 "Circoli Sardi" ("Cercles sardes") qui sont soutenus et aidés financièrement afin que la culture et la langue soient préservées).
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Adam's Bridge
Pont d'Adam
Adam's Bridge, also known as Rama's Bridge or Rama Setu, is a chain of limestone shoals, between Pamban Island, also known as Rameswaram Island, off the south-eastern coast of Tamil Nadu, India, and Mannar Island, off the north-western coast of Sri Lanka. Geological evidence suggests that this bridge is a former land connection between India and Sri Lanka. The bridge is long and separates the Gulf of Mannar (south-west) from the Palk Strait (northeast). Some of the regions are dry and the sea in the area rarely exceeds in depth, thus hindering navigation. It was reportedly passable on foot until the 15th century, when storms deepened the channel: temple records seem to say that Adam's Bridge was completely above sea level until it broke in a cyclone in 1480.
Le pont d'Adam, en tamoul, ', aussi appelé pont de Rāma ou Setubandha, en tamoul, ', en sanskrit, ', en cingalais, ', est un archipel constitué de bancs de sable s'étirant entre l'Inde et le Sri Lanka et séparant le golfe de Mannar du détroit de Palk.
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Noah's Ark
Arche de Noé
Noah's Ark (; Biblical Hebrew: "Tevat Noaḥ") is the vessel in the Genesis flood narrative (Genesis chapters 6–9) through which God spares Noah, his family, and examples of all the world's animals from a world-engulfing flood. The story in Genesis is repeated, with variations, in the Quran, where the ark appears as "Safina Nūḥ" ( "Noah's boat").
L’Arche de Noé est, d'après la Bible, un navire construit sur l'ordre de Dieu afin de sauver Noé, sa famille (sa femme, ses trois fils ainsi que leurs épouses) et ainsi qu'un couple (ou sept couples) de toutes les espèces animales pour les sauver du Déluge sur le point d'advenir.
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Zeno's paradoxes
Paradoxes de Zénon
Zeno's paradoxes are a set of philosophical problems generally thought to have been devised by Greek philosopher Zeno of Elea (c. 490–430 BC) to support Parmenides' doctrine that contrary to the evidence of one's senses, the belief in plurality and change is mistaken, and in particular that motion is nothing but an illusion. It is usually assumed, based on Plato's "Parmenides" (128a–d), that Zeno took on the project of creating these paradoxes because other philosophers had created paradoxes against Parmenides' view. Thus Plato has Zeno say the purpose of the paradoxes "is to show that their hypothesis that existences are many, if properly followed up, leads to still more absurd results than the hypothesis that they are one." Plato has Socrates claim that Zeno and Parmenides were essentially arguing exactly the same point.
Les paradoxes de Zénon forment un ensemble de paradoxes imaginés par Zénon d'Élée pour soutenir la doctrine de Parménide, selon laquelle toute évidence des sens est fallacieuse, et le mouvement est impossible.
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FEMSA
Fomento Económico Mexicano
Fomento Económico Mexicano, S.A.B. de C.V., doing business as FEMSA, is a Mexican multinational beverage and retail company headquartered in Monterrey, Mexico. It integrates the largest independent Coca-Cola bottling group in the world and the largest convenience store chain in Mexico. It is also the second largest shareholder of Heineken N.V..
Fomento Económico Mexicano SA (FEMSA) est une entreprise mexicaine et l'un des plus grands producteurs de bière au Mexique. Elle s'occupe aussi de la mise en bouteilles de boissons. FEMSA est également un distributeur avec près de 12 395 superettes "Oxxo" au Mexique.
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Cinnamon
Cannelle (écorce)
Cinnamon ( ) is a spice obtained from the inner bark of several tree species from the genus "Cinnamomum". Cinnamon is used mainly as an aromatic condiment and flavouring additive in a wide variety of cuisines, sweet and savoury dishes, breakfast cereals, snackfoods, tea and traditional foods. The aroma and flavour of cinnamon derive from its essential oil and principal component, cinnamaldehyde, as well as numerous other constituents, including eugenol.
La cannelle est une épice provenant de l'écorce intérieure d'une des espèces de cannelier du genre "Cinnamomum". Les quatre principales sortes de cannelle sont la, la cannelle de Chine ou casse, la et la cannelle de Ceylan ou « vraie » cannelle. Elles peuvent toutes être vendues sous le nom de « cannelle ».
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Dirichlet kernel
Noyau de Dirichlet
In mathematical analysis, the Dirichlet kernel is the collection of functions It is named after Peter Gustav Lejeune Dirichlet. It is named after Peter Gustav Lejeune Dirichlet.
En mathématiques, et plus précisément en analyse, le -ième noyau de Dirichlet — nommé ainsi en l'honneur du mathématicien allemand Johann Dirichlet — est le polynôme trigonométrique défini par : formula_1. C'est donc une fonction -périodique de classe formula_2. Elle vérifie de plus :
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Ginger
Gingembre
Ginger ("Zingiber officinale") is a flowering plant whose rhizome, ginger root or ginger, is widely used as a spice and a folk medicine. It is a herbaceous perennial which grows annual pseudostems (false stems made of the rolled bases of leaves) about one meter tall bearing narrow leaf blades. The inflorescences bear flowers having pale yellow petals with purple edges, and arise directly from the rhizome on separate shoots.
Le gingembre ("Zingiber officinale") est une espèce de plantes originaire d'Inde, du genre "Zingiber" et de la famille des "Zingiberaceae" dont on utilise le rhizome en cuisine et en médecine traditionnelle. Ce rhizome est une épice très employée dans un grand nombre de cuisines asiatiques, et en particulier dans la cuisine indienne. Il est aussi utilisé en Occident dans la confection du "ginger ale" et de desserts comme le pain d'épices.
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Chlamydia
Chlamydiose
Chlamydia, or more specifically a chlamydia infection, is a sexually transmitted infection caused by the bacterium "Chlamydia trachomatis". Most people who are infected have no symptoms. When symptoms do appear in can be several weeks after infection. Symptoms in women may include vaginal discharge or burning with urination. Symptoms in men may include discharge from the penis, burning with urination, or pain and swelling of one or both testicles. The infection can spread to the upper genital tract in women, causing pelvic inflammatory disease, which may result in future infertility or ectopic pregnancy. Repeated infections of the eyes that go without treatment can result in trachoma, a common cause of blindness in the developing world. Chlamydia can be spread during vaginal, anal, or oral sex, and can be passed from an infected mother to her baby during childbirth. The eye infections may also be spread by personal contact, flies, and contaminated towels in areas with poor sanitation. "Chlamydia trachomatis" only occurs in humans. Diagnosis is often by screening which is recommended yearly in sexually active women under the age of twenty-five, others at higher risk, and at the first prenatal visit. Testing can be done on the urine or a swab of the cervix, vagina, or urethra. Rectal or mouth swabs are required to diagnose infections in those areas. Prevention is by not having sex, the use of condoms, or having sex with only one other person, who is not infected. Chlamydia can be cured by antibiotics with typically either azithromycin or doxycycline being used. Erythromycin or azithromycin is recommended in babies and during pregnancy. Sexual partners should also be treated and the infected people advised not to have sex for seven days and until symptom free. Gonorrhea, syphilis, and HIV should be tested for in those who have been infected. Following treatment people should be tested again after three months. Chlamydia is one of the most common sexually transmitted infections, affecting about 4.2% of women and 2.7% of men worldwide. In 2015 about 61 million new cases occurred globally. In the United States about 1.4 million cases were reported in 2014. Infections are most common among those between the ages of 15 and 25 and are more common in women than men. In 2015 infections resulted in about 200 deaths. The word "chlamydia" is from the Greek χλαμύδα, meaning "cloak".
On désigne habituellement sous le terme de chlamydiose les infections en rapport avec l'agent infectieux du genre "Chlamydia" comme "Chlamydia trachomatis" ou "Chlamydophila psittaci".
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Saturn (mythology)
Saturne (mythologie)
Saturn ( ) was a god in ancient Roman religion, and a character in Roman mythology. He was described as a god of generation, dissolution, plenty, wealth, agriculture, periodic renewal and liberation. Saturn's mythological reign was depicted as a Golden Age of plenty and peace. After the Roman conquest of Greece, he was conflated with the Greek Titan Cronus, becoming known as a god of time. Saturn's consort was his sister Ops, with whom he fathered Jupiter, Neptune, Pluto, Juno, Ceres and Vesta.
Saturne est un dieu de la religion romaine. Il préside la période qui précède le solstice d'hiver, celle des Saturnales. Pendant le reste de l'année, c'est un "deus otiosus", un dieu en sommeil. Sa statue est liée par des bandelettes dont on ne le libère qu'au moment des Saturnales. Le Temple de Saturne dans le Forum romain abrita le trésor public et les archives ("aerarium") de la République romaine au début de l'Empire romain.
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Arsène Lupin versus Herlock Sholmes
Arsène Lupin contre Herlock Sholmès
Arsène Lupin versus Herlock Sholmes () is the second collection of Arsène Lupin stories written by Maurice Leblanc, featuring two adventures following a match of wits between Lupin and Herlock Sholmes. The character "Herlock Sholmes" is a transparent reference to Sherlock Holmes of Arthur Conan Doyle's detective stories, who appeared in "Sherlock Holmes Arrives Too Late", one of the eight stories in the first collection, "Arsène Lupin, Gentleman Burglar". The collection was translated twice into English, as "Arsène Lupin versus Herlock Sholmes" in the US (1910, by George Morehead), and as "Arsène Lupin versus Holmlock Shears" in the UK (1910, by Alexander Teixeira de Mattos, printed as "The Blonde Lady" in the US).
Arsène Lupin contre Herlock Sholmès est un recueil de deux histoires écrites par Maurice Leblanc, sur les aventures opposant Arsène Lupin et Herlock Sholmès. Il fait suite à "Arsène Lupin, gentleman-cambrioleur", notamment à l'antépénultième nouvelle, "Herlock Sholmes arrive trop tard".
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The Hollow Needle
L'Aiguille creuse
The Hollow Needle is a novel by Maurice Leblanc featuring the adventures of the gentleman thief, Arsène Lupin. As with the preceding two volumes of the Arsène Lupin stories, this was first serialized in the French magazine "Je sais tout" from November 1908 to May 1909. The novel was released, with a few modifications, in June 1909.
L'Aiguille creuse est un roman policier, paru en 1909, de Maurice Leblanc mettant en scène les aventures d'Arsène Lupin, gentleman-cambrioleur.
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Apse
Abside
In architecture, an apse (plural apses; from Latin "absis": "arch, vault" from Greek ἀψίς "apsis" "arch"; sometimes written apsis, plural apsides) is a semicircular recess covered with a hemispherical vault or semi-dome, also known as an "exedra". In Byzantine, Romanesque, and Gothic Christian church (including cathedral and abbey) architecture, the term is applied to a semi-circular or polygonal termination of the main building at the liturgical east end (where the altar is), regardless of the shape of the roof, which may be flat, sloping, domed, or hemispherical. Smaller apses may also be in other locations, especially shrines.
L'abside, du latin "absis" lui-même dérivé du grec ἁψίς (voûte, arcade), est la partie saillante en demi-cercle d'un bâtiment monumental ou privé. Courante dans l'architecture romaine antique dont les basiliques civiles, cette forme se perpétue dans les églises chrétiennes, et termine le chœur généralement orienté vers l'est, soit par un hémicycle, soit par des pans coupés, soit par un mur plat.
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Bell number
Nombre de Bell
In combinatorial mathematics, the Bell numbers count the possible partitions of a set. These numbers have been studied by mathematicians since the 19th century, and their roots go back to medieval Japan. In an example of Stigler's law of eponymy, they are named after Eric Temple Bell, who wrote about them in the 1930s.
En mathématiques, le "n"-ième nombre de Bell (du nom de Eric Temple Bell) est le nombre de partitions d'un ensemble à "n" éléments "distincts" ou, ce qui revient au même, le nombre de relations d'équivalence sur un tel ensemble.
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Twin deficits hypothesis
Déficits jumeaux
In macroeconomics, the twin deficits hypothesis or the twin deficits phenomenon, is the observation that theoretically, there is a strong causal link between a nation's government budget balance and its current account balance.
En économie, les déficits jumeaux ou double déficit désignent la situation d'un pays enregistrant en même temps un déficit public et un déficit de sa balance courante, c'est-à-dire une situation dans laquelle les dépenses des administrations publiques excèdent leurs revenus, et où les importations de biens et services sont supérieures aux exportations.
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Televisa
Televisa
Grupo Televisa, S.A.B. () is a Mexican multimedia mass media company and the Second largest in Latin America and the Spanish-speaking world. It is a major international entertainment business, with much of its programming airing in the United States on Univision, with which it has an exclusive contract.
Televisa est une entreprise multimédia mexicaine, la plus importante d'Amérique latine et du monde hispanique. Le nom "Televisa" est la contraction de "Televisión Vía Satélite".
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Romanian language
Roumain
Romanian (dated spellings: Rumanian or Roumanian; autonym: "limba română", "the Romanian language", or "românește", lit. "in Romanian") is a Balkan Romance language spoken by approximately 24–26 million people as a native language, primarily in Romania and Moldova, and by another 4 million people as a second language. According to another estimate, there are about 34 million people worldwide who can speak Romanian, of whom 30 million speak it as a native language. It is an official and national language of both Romania and Moldova and is one of the official languages of the European Union.
Le roumain est une langue appartenant au groupe des langues romanes orientales de la branche romane de la famille des langues indo-européennes. Il est couramment parlé par environ de locuteurs (, appelés roumanophones par les linguistes, en tant que langue maternelle) et en tant que langue seconde, principalement en Roumanie et en Moldavie.
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null
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Cartesian product
Produit cartésien
In mathematics, specifically set theory, the Cartesian product of two sets "A" and "B", denoted "A"×"B", is the set of all ordered pairs where is in and is in. In terms of set-builder notation, that is
En mathématiques, le produit cartésien de deux ensembles "X" et "Y", appelé ensemble-produit, est l'ensemble de tous les couples dont la première composante appartient à "X" et la seconde à "Y". On généralise facilement cette notion, valable pour deux ensembles, à celle de produit cartésien fini, qui est un ensemble de "n-uplets" dont les composantes appartiennent à "n" ensembles. La généralisation à un produit cartésien infini nécessite, quant à elle, la notion de fonction.
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null
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null
Binary relation
Relation binaire
In mathematics, a binary relation over sets "X" and "Y" is a subset of the Cartesian product ; that is, it is a set of ordered pairs consisting of elements and. It encodes the information of relation: an element "x" is related to an element "y", if and only if the pair belongs to the set. A binary relation is the most studied special case of an "n"-ary relation over sets, which is a subset of the Cartesian product.
En mathématiques, une relation binaire entre deux ensembles "E" et "F" (ou simplement "relation entre E et F") est définie par un sous-ensemble du produit cartésien "E" × "F", soit une collection de couples dont la première composante est dans "E" et la seconde dans "F". Cette collection est désignée par le "graphe de la relation". Les composantes d'un couple appartenant au graphe d'une relation "R" sont dits "en relation" par "R". Une relation binaire est parfois appelée correspondance entre les deux ensembles.
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null
null
null
null
External debt
Dette extérieure
External loan (or foreign debt) is the total debt which the residents of a country owe to foreign creditors; its complement is internal debt which is owed to domestic lenders. The debtors can be the government, corporations or citizens of that country. The debt includes money owed to private commercial banks, foreign governments, or international financial institutions such as the International Monetary Fund (IMF) and World Bank. Note that the use of gross liability figures greatly distorts the ratio for countries which contain major money centers such as the United Kingdom due to London's role as a financial capital. Contrast with net international investment position.
En économie, la dette extérieure désigne l'ensemble des dettes qui sont dues par un pays, État, entreprises et particuliers compris à des prêteurs étrangers.
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Partition of a set
Partition d'un ensemble
In mathematics, a partition of a set is a grouping of its elements into non-empty subsets, in such a way that every element is included in exactly one subset.
Une partition d'un ensemble "X" est un ensemble de parties non vides de "X" deux à deux disjointes et dont l'union est "X".
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Léon Blum
Léon Blum
André Léon Blum (; 9 April 1872 – 30 March 1950) was a French socialist politician and three-time Prime Minister of France.
Léon Blum, né le à Paris et mort le à Jouy-en-Josas (aujourd'hui dans les Yvelines), est un homme d'État français.
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Atari TOS
The Operating System
TOS (The Operating System; also Tramiel Operating System, from Jack Tramiel, owner of Atari Corporation at the time) is the operating system of the Atari ST range of computers. This range includes the 520ST and 1040ST, their STF/M/FM and STE variants and the Mega ST/STE. Later, 32-bit machines (TT, Falcon030) were developed using a new version of "TOS", called MultiTOS, which allowed multitasking. More recently, users have further developed TOS into FreeMiNT.
Le TOS (The Operating System) est le système d'exploitation des ordinateurs de la famille des Atari ST. Il a été développé conjointement par Atari et Digital Research, lorsqu'il s'est avéré que CP/M était beaucoup trop lent.
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Luis Ernesto Derbez
Luis Ernesto Derbez
Luis Ernesto Derbez Bautista (born April 1, 1947 in Mexico City) is a Mexican politician and current rector of the Universidad de las Américas Puebla (UDLAP). He served as Mexico's Secretary of Economy from 2000 to 2002 and Secretary of Foreign Affairs from 2003 to 2006.
Luis Ernesto Derbez Bautista ou plus simplement Luis Ernesto Derbez ou Derbez, né le à Mexico. est un homme politique mexicain. Secrétaire des Relations Extérieures de 2003 à 2006. Il a d'abord étudié l'économie au Mexique puis il est parti poursuivre ses études aux États-Unis. Il a ensuite enseigné et travaillé à la Banque mondiale. Entre décembre 2000 et janvier 2003, Derbez était ministre de l'économie de Vicente Fox. Le, à la suite de la démission de Jorge Castañeda - qui avait demandé sa démission le - il devint Secrétaire des Affaires étrangères.
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Ordered pair
Couple (mathématiques)
In mathematics, an ordered pair ("a", "b") is a pair of objects. The order in which the objects appear in the pair is significant: the ordered pair ("a", "b") is different from the ordered pair ("b", "a") unless "a" = "b". (In contrast, the unordered pair {"a", "b"} equals the unordered pair {"b", "a"}.)
En mathématiques, un couple de deux objets est la donnée de ces deux objets dans un ordre déterminé. Le couple des deux objets formula_1 et formula_2 est noté formula_3. Si formula_1 et formula_2 sont distincts, le couple formula_3 est distinct du couple formula_7 ; en cela, la notion de couple se distingue de la notion de "paire". Pour désigner un couple, les anglophones emploient d'ailleurs "", c’est-à-dire "paire ordonnée".
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Henry VII of England
Henri VII (roi d'Angleterre)
Henry VII (; 28 January 1457 – 21 April 1509) was the King of England and Lord of Ireland from his seizure of the crown on 22 August 1485 to his death. He was the first monarch of the House of Tudor.
Henri Tudor, en gallois "Harri Tudur", (, château de Pembroke, pays de Galles -, palais de Richmond, Surrey) fut comte de Richmond, puis roi d'Angleterre à partir de 1485 sous le nom de. Il est le premier souverain et fondateur de la dynastie Tudor. Descendant par sa mère Margaret Beaufort du roi Édouard III, Henri Tudor devient l'unique héritier de la Maison de Lancastre après la mort du roi Henri VI et de son fils Édouard de Westminster en. Il vit alors en exil pendant près de quatorze ans en Bretagne. Sa mère ainsi que de nombreux fidèles du roi de la Maison d'York Édouard IV, mort en 1483, le présentent comme une alternative au dernier roi yorkiste, Richard III, très peu populaire après son usurpation du trône la même année.
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Richard Dawkins
Richard Dawkins
Richard Dawkins (born Clinton Richard Dawkins; 26 March 1941) is an English ethologist, evolutionary biologist, and author. He is an emeritus fellow of New College, Oxford, and was the University of Oxford's Professor for Public Understanding of Science from 1995 until 2008.
Richard Dawkins, né le à Nairobi, est un biologiste et éthologiste britannique, vulgarisateur et théoricien de l'évolution, membre de la Royal Society. Professeur émérite au New College de l'université d'Oxford, Richard Dawkins est l'un des académiciens britanniques les plus célèbres.
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Demography
Démographie
Demography (from prefix "demo-" from Ancient Greek δῆμος "dēmos" meaning "the people", and "-graphy" from γράφω "graphō", ies "writing, description or measurement") is the statistical study of populations, especially human beings.
La démographie est l'étude quantitative et qualitative des caractéristiques des populations et de leurs dynamiques, à partir de thèmes tels que la natalité, la fécondité, la mortalité, la nuptialité (ou conjugalité) et la migration.
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Mohammed Dib
Mohammed Dib
Mohammed Dib (; 21 July 1920 – 2 May 2003) was an Algerian author. He wrote over 30 novels, as well as numerous short stories, poems, and children's literature in the French language. He is probably Algeria's most prolific and well-known writer. His work covers the breadth of 20th century Algerian history, focusing on Algeria's fight for independence.
Mohammed Dib, en, né le à Tlemcen et mort le à La Celle-Saint-Cloud, est un écrivain algérien d'expression française, auteur de romans, de nouvelles, de poésie, de théâtre et de contes pour enfants.
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Hunting
Chasse
Hunting is the practice of seeking, pursuing and capturing or killing wild animals. Hunting wildlife or feral animals is most commonly done by humans for meat, recreation, to remove predators that can be dangerous to humans or domestic animals, to remove pests that destroy crops or kill livestock, or for trade. Many non-human species also hunt - see predation.
La chasse est la traque d'animaux dans le but de les capturer ou de les abattre, les manger ou les détruire. Quand la chasse est soumise à une réglementation, la pratique de la chasse en dehors de son cadre légal est appelée braconnage. Les opérations de destruction sont soumises au droit de destruction, qui diffère pour partie du droit de chasse. La cynégétique est l'art de la chasse. Le mot chasse peut ou pouvait aussi désigner des terrains de chasse, l'IGN possède par exemple une « "Carte des chasses du roi" », levée de 1764 à 1773 et de 1801 à 1807 sur ordre de Louis XV et à partir d'une carte antérieure du Duché de Rambouillet.
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Valencia
Valence (Espagne)
Valencia (), officially València (), is the capital of the autonomous community of Valencia and the third-largest city in Spain after Madrid and Barcelona, surpassing 800,000 inhabitants in the municipality. The wider urban area also comprising the neighbouring municipalities has a population of around 1.6 million people. Valencia is Spain's third largest metropolitan area, with a population ranging from 1.7 to 2.5 million depending on how the metropolitan area is defined. The Port of Valencia is the 5th busiest container port in Europe and the busiest container port on the Mediterranean Sea. The city is ranked as a Beta-global city in the Globalization and World Cities Research Network.
Valence (en valencien : "", nom officiel ; ) est une ville d'Espagne, située dans l'est du pays sur la côte méditerranéenne. Fondée en 138 par le consul romain Decimus Junius Brutus Callaicus sous le nom de "Valentia Edetanorum", Valence devient, au Moyen Âge, la capitale du royaume de Valence. Troisième ville d'Espagne par la population qui est passée à en 2019, Valence est aujourd'hui la capitale de la Communauté valencienne et d'une de ses trois provinces, la province de Valence. Sa métropole compte. Dotée d'un patrimoine architectural remarquable, la ville est notamment connue pour sa Cité des arts et des sciences, à l'architecture futuriste. Le port de Valencia est le premier port de marchandises en Espagne et le premier port à conteneurs de la Méditerranée ( équivalents vingt pieds échangés en 2011).
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List of presidents of Italy
Liste des présidents de la République italienne
Below is a list of the presidents of the Italian Republic with the title since 1948. The Quirinal Palace (known in Italian as the ) in Rome is the official residence of the president of the Italian Republic. The 12 Presidents came from only six of the 20 Regions: three each from Campania (all born in Naples) and Piedmont, two each from Sardinia (both born in Sassari) and Tuscany and one each from Liguria and Sicily.
Cet article dresse la liste des personnes qui ont exercé la fonction de chef de l'État italien depuis l'instauration de la République en 1946. Auparavant, ce pays avait pour régime une monarchie parlementaire, bouleversée par l'arrivée du fascisme au pouvoir, en 1922.
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French National Centre for Scientific Research
Centre national de la recherche scientifique
The French National Centre for Scientific Research (, CNRS) is the French state research organisation and is the largest fundamental science agency in Europe.
Le Centre national de la recherche scientifique, plus connu sous son sigle CNRS, est le plus grand organisme public français de recherche scientifique. Selon le classement Scimago Institutions Rankings le CNRS occupe la seconde place au niveau mondial en tant que centre de recherche. Webometrics confirme cette seconde place mondiale en ajoutant qu'il occupe par ailleurs la première place au niveau européen.
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Arch
Arc (architecture)
An arch is a vertical curved structure that spans an elevated space and may or may not support the weight above it, or in case of a horizontal arch like an arch dam, the hydrostatic pressure against it.
L’arc est l'élément d'ossature de directrice courbe ou polygonale, qui enjambe l'espace ouvert entre deux piliers (pieds-droits) ou murs en transmettant toute la charge qu'il supporte aux appuis (culées, contreforts), moyennant une force oblique dénommée « poussée ».
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Prime Minister of India
Premier ministre de l'Inde
The Prime Minister of India (IAST: "Bhārat ke Pradhānamantrī") is the leader of the executive of the Government of India. The Prime Minister is the chief adviser to the President of India and the head of the Union Council of Ministers. They can be a member of any of the two houses of the Parliament of India—the Lok Sabha (House of the People) and the Rajya Sabha (Council of the States); but has to be a member of the political party or coalition, having a majority in the Lok Sabha.
Le Premier ministre de l'Inde est le chef du gouvernement central de la république d'Inde. L'Inde est, depuis 1950, une république parlementaire dont le gouvernement suit le système de Westminster : si le président de l'Inde est à la tête du pouvoir exécutif, son rôle est avant tout cérémoniel et le Premier ministre exerce la réalité du pouvoir avec son gouvernement.
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Chemical element
Élément chimique
In chemistry, an element is a species of atom having the same number of protons in its atomic nuclei (that is, the same atomic number, or "Z"). For example, the atomic number of oxygen is 8, so the element oxygen describes all atoms which have 8 protons.
Un élément chimique est la classe des atomes dont le noyau compte un nombre donné de protons. Ce nombre, noté "Z", est le numéro atomique de l'élément, qui détermine la configuration électronique des atomes correspondants, et donc leurs propriétés physicochimiques. Ces atomes peuvent en revanche compter un nombre variable de neutrons dans leur noyau, ce qu'on appelle des isotopes. L'hydrogène, le carbone, l'azote, l'oxygène, le fer, le cuivre, l'argent, l'or, sont des éléments chimiques, dont le numéro atomique est respectivement 1, 6, 7, 8, 26, 29, 47, 79 Chacun est conventionnellement désigné par un symbole chimique : H, C, N, O, Fe, Cu, Ag, Au Au total, 118 éléments chimiques ont été observés à ce jour, de numéro atomique 1 à 118. Parmi eux, ont été identifiés sur Terre dans le milieu naturel, et 80 ont au moins un isotope stable : tous ceux de numéro atomique inférieur ou égal à 82 hormis les éléments 43 et 61.
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Junk food
Malbouffe
Junk food is unhealthful food that is high in calories from sugar or fat, with little dietary fiber, protein, vitamins, minerals, or other important forms of nutritional value.
La malbouffe désigne par dérision ou réprobation une nourriture et un régime alimentaire jugés néfastes sur le plan diététique, en raison notamment d'une haute teneur en énergie - principalement des calories vides, due aux graisses et au sucre, et d'une faible valeur nutritive. La nourriture de fast-food, les snacks (frites, chips, biscuits) et sodas en sont des archétypes. Une telle alimentation peut favoriser l'obésité, le diabète, les maladies cardiovasculaires, certains cancers, des dépressions, etc.
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Lists of integrals
Table de primitives
Integration is the basic operation in integral calculus. While differentiation has straightforward rules by which the derivative of a complicated function can be found by differentiating its simpler component functions, integration does not, so tables of known integrals are often useful. This page lists some of the most common antiderivatives.
Le calcul d'une primitive d'une fonction est l'une des deux opérations de base de l'analyse et comme cette opération est délicate à effectuer, à l'inverse de la dérivation, des tables de primitives connues sont souvent utiles.
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Spice
Épice
A spice is a seed, fruit, root, bark, or other plant substance primarily used for flavoring, coloring or preserving food. Spices are distinguished from herbs, which are the leaves, flowers, or stems of plants used for flavoring or as a garnish. Many spices have antimicrobial properties, which may explain why spices are more prominent in cuisines originating in warmer climates, where food spoilage is more likely, and why the use of spices is more common with meat, which is particularly susceptible to spoiling. Spices are sometimes used in medicine, religious rituals, cosmetics or perfume production.
Une épice est une matière organique d'origine végétale odorante ou piquante, que l'on utilise pour assaisonner les plats. Les épices peuvent être issues d’écorces (cannelle), de fleurs (safran, clou de girofle), de feuilles (thé, Thym), de fruits (poivre, aneth, moutarde), de bulbes (ail, oignon, gingembre) ou de graines (fenouil, coriandre).
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Eating
Alimentation
Eating (also known as consuming) is the ingestion of food, typically to provide a heterotrophic organism with energy and to allow for growth. Animals and other heterotrophs must eat in order to survive — carnivores eat other animals, herbivores eat plants, omnivores consume a mixture of both plant and animal matter, and detritivores eat detritus. Fungi digest organic matter outside their bodies as opposed to animals that digest their food inside their bodies. For humans, eating is an activity of daily living. Some individuals may limit their amount of nutritional intake. This may be a result of a lifestyle choice, due to hunger or famine, as part of a diet or as religious fasting.
L’alimentation désigne, par définition, l'action de s'alimenter. Elle relève donc de la nourriture et par conséquent des aliments qui permettent à un organisme de fonctionner, de survivre. Chez l'Homme, elle caractérise aussi la manière de récolter, stocker et préparer les aliments, de le cuisiner et de s'alimenter, qui s'intéresse davantage au domaine culturel, social et éthique voire du religieux (tabous alimentaires, carême, rituels de préparation).
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Cemex
Cemex
CEMEX S.A.B. de C.V., known as Cemex, is a Mexican multinational building materials company headquartered in San Pedro, near Monterrey, Mexico. It manufactures and distributes cement, ready-mix concrete and aggregates in more than 50 countries. It is the second largest building materials company worldwide, only after LafargeHolcim.
Cemex (acronyme de "", ) est une entreprise de matériaux de construction ayant son siège social à Monterrey au Mexique. Comme ses concurrents directs, Cemex est actif dans le ciment, le béton et les granulats. À la différence de ses concurrents cependant, le béton représente une part aussi importante de son chiffre d'affaires que le ciment (40 %). L'entreprise détient une part de marché volumineuse dans plusieurs pays comme la. Cemex occupe le.
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