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Fear and Trembling (novel)
Stupeur et Tremblements
Fear and Trembling (original title: Stupeur et tremblements, which means "Amazement and trembling") is a satirical novel by Amélie Nothomb, first published in 1999, and translated into English by Adriana Hunter in 2001. It was awarded the Grand Prix du roman de l'Académie française that year.
Stupeur et Tremblements est le huitième roman d’Amélie Nothomb, publié en 1999 chez Albin Michel. Il est récompensé par le grand prix du roman de l'Académie française en 1999 ex æquo avec "Anielka" de François Taillandier.
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Integer
Entier relatif
An integer (from the Latin "integer" meaning "whole") is a number that can be written without a fractional component. For example, 21, 4, 0, and −2048 are integers, while 9.75,, and are not.
En mathématiques, un entier relatif est un nombre qui se présente comme un entier naturel auquel on a adjoint un signe positif ou négatif indiquant sa position par rapport à 0 sur un axe orienté. Les entiers positifs (supérieurs à zéro) s'identifient aux entiers naturels : 0, 1, 2, 3... tandis que les entiers négatifs sont leurs opposés : 0, −1, −2, −3... L'entier 0 lui-même est donc le seul nombre à la fois positif et négatif.
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Bessel function
Fonction de Bessel
Bessel functions, first defined by the mathematician Daniel Bernoulli and then generalized by Friedrich Bessel, are canonical solutions of Bessel's differential equation
En mathématiques, et plus précisément en analyse, les fonctions de Bessel, découvertes par le mathématicien suisse Daniel Bernoulli, portent le nom du mathématicien allemand Friedrich Wilhelm Bessel. Bessel développa l'analyse de ces fonctions en 1816 dans le cadre de ses études du mouvement des planètes induit par l'interaction gravitationnelle, généralisant les découvertes antérieures de Bernoulli. Ces fonctions sont des solutions canoniques "y"("x") de l'équation différentielle de Bessel :
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Laika
Laïka
Laika (; c. 1954 – 3 November 1957) was a Soviet space dog who became one of the first animals in space, and the first animal to orbit the Earth. Laika, a stray mongrel from the streets of Moscow, was selected to be the occupant of the Soviet spacecraft Sputnik 2 that was launched into outer space on 3 November 1957.
Laïka (du, « petit aboyeur » ; 1954 – ) est une chienne du programme spatial soviétique et le premier être vivant mis en orbite autour de la Terre. Elle a été lancée par l'URSS à bord de l'engin spatial Spoutnik 2 le, un mois après le lancement du premier satellite artificiel Spoutnik 1. Après le succès de Spoutnik 1, le dirigeant soviétique Nikita Khrouchtchev exigea le lancement d'un second engin pour le afin de célébrer le de la révolution russe. Dans l'urgence, sans étude préalable, Spoutnik 2 est construit en quatre semaines.
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Matter
Matière
In classical physics and general chemistry, matter is any substance that has mass and takes up space by having volume. All everyday objects that can be touched are ultimately composed of atoms, which are made up of interacting subatomic particles, and in everyday as well as scientific usage, "matter" generally includes atoms and anything made up of them, and any particles (or combination of particles) that act as if they have both rest mass and volume. However it does not include massless particles such as photons, or other energy phenomena or waves such as light or sound. Matter exists in various states (also known as phases). These include classical everyday phases such as solid, liquid, and gas – for example water exists as ice, liquid water, and gaseous steam – but other states are possible, including plasma, Bose–Einstein condensates, fermionic condensates, and quark–gluon plasma.
En physique, la matière est ce qui compose tout corps ayant une réalité tangible. C'est-à-dire plus simplement c'est une substance matérielle et donc occupe de l'espace. Les quatre états les plus communs sont l'état solide, l'état liquide, l'état gazeux et l'état plasma. Réciproquement, en physique, tout ce qui a une masse est de la matière. <br> La matière ordinaire qui nous entoure est formée de baryons et constitue la matière baryonique. Cette définition exclut les bosons fondamentaux, qui transportent les quatre forces fondamentales, bien qu'ils aient une masse et/ou une énergie.
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Monster (manga)
Monster (manga)
Urasawa later wrote and illustrated the novel "Another Monster", a story detailing the events of the manga from an investigative reporter's point of view, which was published in 2002. The manga was adapted by Madhouse into a 74-episode anime TV series, which aired on Nippon TV from April 2004 to September 2005. It was directed by Masayuki Kojima, written by Tatsuhiko Urahata and featured character design by Kitarō Kōsaka. The manga and anime were both been licensed by Viz Media for English releases in North America, and the anime was broadcast on several television channels. In 2013, Siren Visual licensed the anime for Australia. "Monster" has been critically acclaimed, with the manga winning several awards, and its anime adaptation called one of the best of the decade.
En France, cette œuvre est publiée aux éditions Kana dans son intégralité dans la collection "Big Kana". L'édition "Ultimate" est également éditée sous le nom d'édition Intégrale, et les neuf tomes sont disponibles depuis.
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Peano axioms
Axiomes de Peano
In mathematical logic, the Peano axioms, also known as the Dedekind–Peano axioms or the Peano postulates, are axioms for the natural numbers presented by the 19th century Italian mathematician Giuseppe Peano. These axioms have been used nearly unchanged in a number of metamathematical investigations, including research into fundamental questions of whether number theory is consistent and complete.
En mathématiques, les axiomes de Peano sont des axiomes pour l'arithmétique proposés initialement à la fin du par Giuseppe Peano, et qui connaissent aujourd'hui plusieurs présentations qui ne sont pas équivalentes, suivant la théorie sous-jacente, théorie des ensembles, logique du second ordre ou d'ordre supérieur, ou logique du premier ordre. Richard Dedekind avait proposé une formalisation assez proche, sous une forme non axiomatique.
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The X-Files
X-Files : Aux frontières du réel
The X-Files is an American science fiction drama television series created by Chris Carter. The original television series aired from September 10, 1993 to May 19, 2002 on Fox. The program spanned nine seasons, with 202 episodes. A short tenth season consisting of six episodes premiered on January 24, 2016, and concluded on February 22, 2016. Following the ratings success of this revival, Fox announced in April 2017 that "The X-Files" would be returning for an eleventh season of ten episodes. The season premiered on January 3, 2018, concluding on March 21, 2018. In addition to the television series, two feature films have been released: The 1998 film "The X-Files", which took place as part of the TV series continuity, and the stand-alone film "", released in 2008, six years after the original television run had ended.
En France, la série a été diffusée à partir du sur M6, puis rediffusée en juillet 2008 sur Paris Première et à partir du sur NRJ 12 puis aussi sur W9. Elle est rediffusée à partir du jeudi 7 mars 2019 sur RTL9 puis sur AB1. Au Québec, la série l’a été à partir du sur TQS (saisons 1 à 6), sur Ztélé à partir de (saisons 6 à 9) et sur la chaîne Max (saison 10). En Belgique, la série a été diffusée sur RTL-TVI dès septembre 1993, à l'exception de la dernière saison qui a été diffusée sur une chaîne du même groupe, Plug TV. En Suisse, la série a été diffusée dans son intégralité sur RTS Un et Deux. Au Luxembourg la série a été diffusée sur RTL TV pendant les 8 épisodes sur 2 épisodes du 23 octobre au 13 novembre 1993. RTL-TVI et RTL TV puis TQS et M6 ont diffusé les premières saisons sous le titre "Aux frontières du réel" puis "X-Files : Aux frontières du réel".
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Colette
Colette
Sidonie-Gabrielle Colette (; 28 January 1873 – 3 August 1954), known mononymously as Colette, was a French author and woman of letters. She was nominated for the Nobel Prize in Literature in 1948, and was also known as a mime, actress, and journalist. Colette is best remembered for her 1944 novella "Gigi", which was the basis for the 1958 film and the 1973 stage production of the same name.
Sidonie-Gabrielle Colette, dite Colette, née le à Saint-Sauveur-en-Puisaye (Yonne) et morte le à Paris, est une femme de lettres française, également mime, comédienne, actrice et journaliste. Elle est l'une des plus célèbres romancières, aussi bien en France qu'à l'étranger, de la littérature française. Deuxième femme élue membre de l'académie Goncourt (en 1945, après Judith Gautier en 1910), dont elle est présidente entre 1949 et 1954, elle est nommée pour le prix Nobel de littérature 1948. Elle est la deuxième femme en France à recevoir des funérailles nationales.
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Plogonnec
Plogonnec
Plogonnec () is a commune and small town in the Finistère department of Brittany in north-western France. It is about north west of Quimper and east of Douarnenez. The town is twinned with Llandysul in Wales.
Plogonnec, avec plus de, est une commune du département du Finistère, dans la région Bretagne, en France. Elle est située à de Quimper, à de Douarnenez et à de Locronan.
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Academy
Académie
An academy (Attic Greek: Ἀκαδήμεια; Koine Greek Ἀκαδημία) is an institution of secondary education, higher learning, research, or honorary membership. Academia is the worldwide group composed of professors and researchers at institutes of higher learning.
Une Académie est une assemblée de gens de lettres, de savants ou d’artistes reconnus par leurs pairs. Ces dites assemblées ont pour mission de veiller aux règles, codes et usages dans leurs disciplines. Pour ce faire, les académies publient des ouvrages tels que des dictionnaires, des grammaires, etc.
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Plogoff
Plogoff
Plogoff (in Breton Plougoñ) is a commune in the Finistère department of Brittany in north-western France. It contains three small ports suitable for small vessels: Pors-Loubous, Feunten-Aod and Bestrée. Local industries include tourism, traditional biscuits, agriculture and fishing.
Plogoff est une commune du département du Finistère, à l'extrémité du Cap Sizun (canton de Pont-Croix) dans la région française Bretagne, en France. Plogoff est limitrophe de Primelin et de Cléden-Cap-Sizun.
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Circular breathing
Respiration circulaire
Circular breathing is a technique used by players of some wind instruments to produce a continuous tone without interruption. It is accomplished by breathing "in" through the nose while simultaneously pushing air "out" through the mouth using air stored in the cheeks.
La respiration circulaire (ou souffle continu) est une technique de respiration qui permet de maintenir, pendant un laps de temps assez long, un souffle d'air continu à l'aide de la bouche.
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Cairns
Cairns
Cairns (, ) is a city in the Cairns Region, Queensland, Australia. It is on the east coast of Far North Queensland. The city is the 5th-most-populous in Queensland and ranks 14th overall in Australia.
Cairns est une ville côtière du Queensland en Australie. Elle est située dans le nord-est de l'État, à au nord de Townsville et au sud du cap York, à de Brisbane et à de Sydney. Elle compte.
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Euler's identity
Identité d'Euler
In mathematics, Euler's identity (also known as Euler's equation) is the equality where Euler's identity is named after the Swiss mathematician Leonhard Euler. It is considered to be an exemplar of mathematical beauty as it shows a profound connection between the most fundamental numbers in mathematics.
En mathématiques, l'identité d'Euler est une relation entre plusieurs constantes fondamentales et utilisant les trois opérations arithmétiques d'addition, multiplication et exponentiation : formula_1 où la base du logarithme naturel représente l'analyse, l'unité imaginaire représente l'algèbre, la constante d'Archimède représente la géométrie,.
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Astronomical unit
Unité astronomique
The astronomical unit (symbol: au, ua, or AU) is a unit of length, roughly the distance from Earth to the Sun and equal to about. However, that distance varies as Earth orbits the Sun, from a maximum (aphelion) to a minimum (perihelion) and back again once a year. Originally conceived as the average of Earth's aphelion and perihelion, since 2012 it has been defined as exactly. The astronomical unit is used primarily for measuring distances within the Solar System or around other stars. It is also a fundamental component in the definition of another unit of astronomical length, the parsec.
Lunité astronomique de longueur, ou de façon plus usuelle unité astronomique (en anglais : '), est l'unité de longueur du système astronomique d'unités ; elle correspond approximativement à la distance entre la Terre et le Soleil soit environ 150 millions de kilomètres. Elle est encore couramment notée « au », « AU », « ua » ou « UA », où « au » est en fait la seule notation agréée par le Bureau international des poids et mesures, et ce depuis 2012 ; « ua » était la notation recommandée par l’Union astronomique internationale avant 2012.
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Kilometre
Kilomètre
The kilometre (SI symbol: km; or ), spelt kilometer in American English, is a unit of length in the metric system, equal to one thousand metres (kilo- being the SI prefix for ). It is now the measurement unit used for expressing distances between geographical places on land in most of the world; notable exceptions are the United States and the United Kingdom where the statute mile is the unit used.
Le kilomètre (symbole km) est une unité de longueur, créée en 1790, valant. C'est le multiple du mètre le plus fréquemment utilisé pour mesurer les distances terrestres (par exemple : entre les villes). On définit ainsi des points kilométriques le long des voies de communications, qui se matérialisent sur les routes par des bornes routières.
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SPIP
SPIP (Système de publication pour l'Internet)
SPIP ("Système de Publication pour l'Internet") is a free software content management system designed for web site publishing, oriented towards online collaborative editing.
SPIP (Système de publication pour l'Internet) est un logiciel libre destiné à la production de sites web. Dans l'offre nombreuse et diverse de systèmes de gestion de contenu, il se distingue par le soin apporté aux standards de l'édition (respect des règles typographiques, organisation des rôles des participants) et par l'attention portée au multilinguisme et aux mécanismes favorisant l'édition collaborative.
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Michoacán
Michoacán
Michoacán, formally "Michoacán de Ocampo" (), officially "Estado Libre y Soberano de Michoacán de Ocampo" ("Free and Sovereign State of Michoacán de Ocampo"), is one of the 32 states which compose the Federal Entities of Mexico. The state is divided into 113 municipalities and its capital city is Morelia (formerly called Valladolid). The city was named after José María Morelos, a native of the city and one of the main heroes of the Mexican War of Independence.
L’État de Michoacán officiellement l’État de Michoacán de Ocampo est un État du Mexique situé sur la côte Pacifique, à peu près au centre du pays. Entouré à l'ouest par les États de Colima et de Jalisco, au nord par Guanajuato et Querétaro, à l'est par l'État de Mexico et au sud-est par le Guerrero, il occupe une surface de. En 2015, il comptait environ d'habitants. La capitale est Morelia.
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Escape velocity
Vitesse de libération
In physics (specifically, celestial mechanics), escape velocity is the minimum speed needed for a free, non-propelled object to escape from the gravitational influence of a massive body, that is, to achieve an infinite distance from it. Escape velocity is a function of the mass of the body and distance to the center of mass of the body.
La vitesse de libération, ou vitesse d'évasion ou d'échappement est, en physique, la vitesse minimale que doit atteindre un projectile pour échapper définitivement à l'attraction gravitationnelle d'un astre (planète, étoile, etc.) dépourvu d'atmosphère et s'en éloigner indéfiniment. Cette vitesse est d'autant plus importante que la masse de l'astre est importante et que l'objet est proche de son centre. Relative à l'astre, c'est une valeur scalaire (sa direction ne joue aucun rôle). Cette vitesse est supérieure à la vitesse de satellisation minimale nécessaire pour que l'objet puisse se placer en orbite autour de l'astre.
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Gustave Eiffel
Gustave Eiffel
Alexandre Gustave Eiffel (born Bonickhausen dit Eiffel; ; ; 15 December 1832 – 27 December 1923) was a French civil engineer and architect. A graduate of the prestigious École Centrale des Arts et Manufactures of France, he made his name with various bridges for the French railway network, most famously the Garabit viaduct. He is best known for the world-famous Eiffel Tower, built for the 1889 Universal Exposition in Paris, and his contribution to building the Statue of Liberty in New York. After his retirement from engineering, Eiffel focused on research into meteorology and aerodynamics, making significant contributions in both fields.
Gustave Eiffel, né Bonickhausen dit Eiffel le à Dijon et mort le à Paris, est un ingénieur centralien et un industriel français, qui a notamment participé à la construction de la tour Eiffel à Paris, du viaduc de Garabit et de la statue de la Liberté à New York.
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Catalan language
Catalan
Catalan (; autonym: ; ), known in the Valencian Community and Carche as Valencian, is a Western Romance language derived from Vulgar Latin. It is the only official language of Andorra, and a co-official language of three autonomous communities in eastern Spain: Catalonia, the aforementioned Valencian Community and the Balearic Islands. It also has semi-official status in the Italian comune of Alghero. It is also spoken in the Pyrénées-Orientales department of France and in two further areas in eastern Spain: the eastern strip of Aragon and the aforementioned Carche in the Region of Murcia. The Catalan/Valencian-speaking territories are often called the or "Catalan Countries".
Le catalan (en catalan : '), est une langue romane, parlée par environ de personnes dans la partie orientale de l'Espagne (la Catalogne, la Communauté valencienne - localement nommé -, aux Îles Baléares, et dans la Frange d'Aragon), en Andorre, en France (la majeure partie des Pyrénées-Orientales ) et en Italie (la ville d'Alghero en Sardaigne). Il est issu du latin vulgaire introduit au par les colons romains au nord-est de la péninsule Ibérique et au sud de la Gaule narbonnaise. Il fait partie des langues occitano-romanes mais partage des caractéristiques, notamment morphologiques et syntaxiques, avec les langues ibéro-romanes, tandis que ses traits phonétiques et une partie de son lexique le rapprochent du groupe gallo-roman. Il est tout particulièrement proche de l’occitan, surtout sa forme languedocienne avec laquelle il partage une même origine et une tradition littéraire ancienne.
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Châteauneuf-du-Faou
Châteauneuf-du-Faou
Châteauneuf-du-Faou () is a commune in the Finistère department of Brittany in north-western France. Châteauneuf-du-Faou is located in the middle of Brittany, between Monts d'Arrée and Montagne Noire. The town is built on a hill overlooking the Canal de Nantes à Brest, which is the canalized river Aulne. The bridge over this waterway was built in 1638, when Louis XIII was king of France, and is known as the "Old King's Bridge".
Châteauneuf-du-Faou ("Kastell-Nevez-ar-Faou" en breton) est une commune du département du Finistère, dans la région Bretagne, en France. La localité est baignée par l'Aulne, important fleuve côtier breton.
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Landerneau
Landerneau
Landerneau (;, ) is a commune in the Finistère department of Brittany in north-western France. It lies at the mouth of the Elorn River which divides the Breton provinces of Cornouaille and Léon, east of Brest. The name is from Lan Terneo and can mean "(religious) enclosure of St Ténénan ()": allegedly a Welshman who also had in the Vale of Clwyd in North Wales and in Somerset, and who moved to Brittany in the 7th century. Lann means a religious sacred place. The town has been founded by Saint Arnoc, some times called Ternoc and confusion can occur with Saint Ténénan. Some sources point Saint Arnoc and Saint Ténénan as the same person. It was an important centre of the flax and linen industries in the 16th and 17th centuries. Landerneau is also the hometown of Édouard Leclerc, a businessman and entrepreneur who founded the French supermarket chain E.Leclerc in 1948. His first store applies a hard competition with other supermarket chains with local made products and lower prices. Leclerc's new methods of sales are still applied in all supermarkets and hypermarkets and marks an evolution in the market's history. The town is actually the heart of the agricultural market in northwest Brittany with several agribusiness companies headquarters located in the town.
Landerneau ("" en breton) est une commune du département du Finistère, dans la région Bretagne, en France. Ses habitants, les Landernéens et les Landernéennes, étaient au nombre de au recensement de, ce qui faisait de Landerneau la quatrième ville du département.
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Le Conquet
Le Conquet
Le Conquet ("Konk-Leon in Breton") is a commune in the Finistère department of Brittany in north-western France. This is the most westward town of mainland France. Only three insular towns—Ouessant, Île-Molène and Ile de Sein—are more westward.
Le Conquet est une commune française du département du Finistère, en région Bretagne. C'est, après Plouarzel en raison de la Pointe de Corsen, la commune la plus occidentale de France continentale. En France métropolitaine, seules trois communes insulaires – Ouessant, Île-Molène et Île-de-Sein – sont plus à l'ouest.
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Ushant
Ouessant
Ushant (;, ;, ) is a French island at the south-western end of the English Channel which marks the north-westernmost point of metropolitan France. It belongs to Brittany and is in the traditional region of Leon. Administratively, Ushant is a commune in the Finistère department. It is the only place in Brittany, except the name "Brittany" itself, with a separate name in English.
Ouessant, en, est une commune insulaire du département du Finistère, dans la région Bretagne, constituée pour l'essentiel par l'île d'Ouessant dans l'océan Atlantique. Le bourg d'Ouessant s'appelle Lampaul. Ses habitants sont appelés les "Ouessantins". Ouessant fait partie du parc naturel régional d'Armorique et du parc naturel marin d'Iroise.
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Milizac
Milizac
Milizac () is a former commune in the Finistère department of Brittany in northwestern France. On 1 January 2017, it was merged into the new commune Milizac-Guipronvel. Milizac lies along the D38 road about halfway between Saint-Renan and Bourg-Blanc, northwest of Brest. It contains a 17th-century parish church dedicated to Saint Anne, the Ecole Marcel Ayme, and a memorial dedicated to 95 local people who lost their lives in various wars.
Milizac est une ancienne commune du département du Finistère, dans la région Bretagne, en France. Le, elle fusionne avec Guipronvel pour former la commune nouvelle de Milizac-Guipronvel.
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Morlaix
Morlaix
Morlaix (; ) is a commune in the Finistère department of Brittany in northwestern France. It is a sub-prefecture of the department.
Morlaix est une commune française de Bretagne, située dans le nord-est du département du Finistère. Elle est une sous-préfecture et par conséquent chef-lieu de l'arrondissement de Morlaix, dont elle est la commune la plus peuplée avec en 2015 (chiffre le plus bas depuis 1936), ce qui la place au rang départemental, au rang régional et au rang national. Elle au centre d'une aire urbaine rassemblant (2015) et au centre de la communauté d'agglomération Morlaix Communauté.
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Anctoville
Anctoville
Anctoville is a former commune in the Calvados department in the Normandy region of north-western France. On 1 January 2017, it was merged into the new commune Aurseulles.
Anctoville est une ancienne commune française, située dans le département du Calvados en région Normandie, peuplée de habitants. Au, la commune devient une commune déléguée au sein de la commune nouvelle d'Aurseulles.
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Nearctic realm
Néarctique
The Nearctic is one of the eight biogeographic realms constituting the Earth's land surface. The Nearctic realm covers most of North America, including Greenland, Central Florida, and the highlands of Mexico. The parts of North America that are not in the Nearctic realm are Eastern Mexico, Southern Florida, coastal Central Florida, Central America, and the Caribbean islands, which, together with South America, are part of the Neotropical realm.
Le néarctique est l'une des huit écozones ou régions biogéographiques terrestres. Elle est parfois regroupée avec le paléarctique et forme alors l'holarctique. Elle couvre l'essentiel de l'Amérique du Nord, et inclut le Groenland et la partie nord du Mexique. Les parties plus au sud du Mexique et de la Floride, l'Amérique centrale et les Îles Caraïbes font partie de l'écozone néotropique, avec le reste de l'Amérique du Sud.
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Australasian realm
Australasien
The Australasian realm is a biogeographic realm that is coincident, but not synonymous (by some definitions), with the geographical region of Australasia. The realm includes Australia, the island of New Guinea (including Papua New Guinea and the Indonesian province of Papua), and the eastern part of the Indonesian archipelago, including the island of Sulawesi, the Moluccan islands (the Indonesian provinces of Maluku and North Maluku) and islands of Lombok, Sumbawa, Sumba, Flores, and Timor, often known as the Lesser Sundas.
L'australasien ou écozone australasienne est l'une des huit écozones ou régions biogéographiques terrestres. Elle comprend la part de l'Indonésie situé à l'est de Bali et de Bornéo, le Timor, l'Australie, la Nouvelle-Zélande ainsi que la majeure partie de la Mélanésie, dont la Nouvelle-Guinée, Vanuatu, les îles Salomon et la Nouvelle-Calédonie.
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Oceanian realm
Océanien (écozone)
The Oceanian realm is one of the World Wildlife Fund (WWF) biogeographic realms, and is unique in not including any continental land mass. It is the smallest in land of an area of the WWF realms.
L'océanien est l'une des huit écozones ou régions biogéographiques terrestres. Elle inclut les îles pacifiques de Micronésie, les îles Fidji, et la majeure partie de la Polynésie à l'exception de la Nouvelle-Zélande, celle-ci faisant partie de l'Australasien.
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Indomalayan realm
Indomalais
The Indomalayan realm is one of the eight biogeographic realms. It extends across most of South and Southeast Asia and into the southern parts of East Asia.
L'indomalais ou écozone indomalaise est une des huit écozones ou régions biogéographiques terrestres. Elle s'étend du Pakistan à l'ouest, au sud et à l'est de la Chine à travers le sous-continent indien, et à l'Indonésie, incluant Java, Bornéo et Bali. Elle se termine à la ligne Wallace.
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Saint-Pol-de-Léon
Saint-Pol-de-Léon
Saint-Pol-de-Léon () is a commune in the Finistère department in Brittany in north-western France, located on the coast. It is noted for its 13th-century cathedral on the site of the original founded by Saint Paul Aurelian in the 6th century. It has kept a unique architecture, such as Notre-Dame du Kreisker Chapel, an 80 m high chapel, which is the highest in Brittany. It was also the scene of a battle during the Breton War of Succession, where the Montfortists and their English allies defeated an army led by Charles of Blois.
Saint-Pol-de-Léon est une commune française du département du Finistère, en région Bretagne. Petite cité de caractère et station balnéaire en bordure de la Manche, Saint-Pol-de-Léon est une ancienne cité épiscopale, capitale historique de l'évêché de Léon. Entre l'Armor et l'Argoat, son riche patrimoine se marie avec la mer sur la côte nord du Finistère et les champs de légumes. Capitale de la Ceinture dorée, c’est la première zone légumière de Bretagne.
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Far East
Extrême-Orient
The Far East is a geographical term in English that usually refers to East Asia, the Russian Far East (part of North Asia), and Southeast Asia. South Asia is sometimes also included for economic and cultural reasons. The term "Far East" came into use in European geopolitical discourse in the 12th century, denoting the Far East as the "farthest" of the three "easts", beyond the Near East and the Middle East. Likewise, in Qing Dynasty of the 19th and early 20th centuries the term "Tàixī ()" – i.e. anything further west than the Arab world – was used to refer to the Western countries.
L'Extrême-Orient est la partie orientale de l'Asie. Il comprend : Le terme est parfois utilisé comme synonyme d'Asie de l'Est, bien que ce dernier englobe en général une zone géographiquement plus restreinte.
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Palearctic realm
Paléarctique
The Palearctic or Palaearctic is one of the eight biogeographic realms of the Earth. It was first used in the 19th century, and is still in use as the basis for zoogeographic classification. The Palearctic is the largest of the eight realms. It stretches across all of Eurasia north of the foothills of the Himalayas, and North Africa.
Le paléarctique est l'une des huit écozones ou régions biogéographiques terrestres. Elle correspond essentiellement aux écorégions terrestres de l'Europe, de l'Afrique du Nord (jusqu'au Sahel septentrional), des deux-tiers nord de l'Asie (jusqu'à l'Himalaya), et du Moyen-Orient (sauf l'Arabie).
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Charles Cros
Charles Cros
Charles Cros or Émile-Hortensius-Charles Cros (October 1, 1842 – August 9, 1888) was a French poet and inventor. He was born in Fabrezan, Aude, France, 35 km to the East of Carcassonne.
Charles Cros (prononcé //), né le à Fabrezan (Aude) et mort le dans le de Paris, est un poète et inventeur français.
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Afrotropical realm
Écozone afrotropicale
The Afrotropical realm is one of the Earth's eight biogeographic realms. It includes Africa south of the Sahara Desert, the majority of the Arabian Peninsula, the island of Madagascar, southern Iran and extreme southwestern Pakistan, and the islands of the western Indian Ocean. It was formerly known as the Ethiopian Zone or Ethiopian Region.
L'écozone afrotropicale est une des huit écozones ou régions biogéographiques terrestres. Elle correspond essentiellement à l'Afrique subsaharienne et inclut Madagascar.
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René Daumal
René Daumal
René Daumal (; 16 March 1908 – 21 May 1944) was a French spiritual para-surrealist writer, critic and poet, best known for his posthumously published novel "Mount Analogue" (1952) as well as for being an early, outspoken practitioner of pataphysics.
René Daumal, né à Boulzicourt, Ardennes le et mort à Paris, le, est un poète, critique, essayiste, indianiste, écrivain et dramaturge français.
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Benjamin Constant
Benjamin Constant
Henri-Benjamin Constant de Rebecque (; 25 October 1767 – 8 December 1830), or simply Benjamin Constant, was a Swiss French political activist and writer on political theory and religion.
Benjamin Constant de Rebecque, né à Lausanne le et mort à Paris le, inhumé au cimetière du Père-Lachaise, est un romancier, homme politique, et intellectuel français d'origine vaudoise.
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null
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null
Lambert W function
Fonction W de Lambert
In mathematics, the Lambert function, also called the omega function or product logarithm, is a multivalued function, namely the branches of the inverse relation of the function, where is any complex number and is the exponential function.
En mathématiques, et plus précisément en analyse, la fonction W de Lambert, nommée ainsi d'après Jean-Henri Lambert, et parfois aussi appelée la fonction Oméga, est la réciproque de la fonction de variable complexe définie par, c'est-à-dire que pour tous nombres complexes "z" et "w", nous avons : formula_1 Puisque la fonction n'est pas injective, est une fonction multivaluée ou « multiforme » qui comprend deux branches pour les valeurs réelles formula_2. Une des branches, la branche principale, peut être prolongée analytiquement en dehors de. Pour tout nombre complexe, on a : formula_3 La fonction "W" de Lambert ne peut pas être exprimée à l'aide de fonctions élémentaires.
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69 (sex position)
69 (position sexuelle)
Sixty-nine or 69, also known by its French name soixante-neuf (69), is a group of sex positions in which two people align themselves so that each person's mouth is near the other's genitals, each simultaneously performing oral sex on the other. The participants are thus mutually inverted like the numerals 6 and 9 in the number 69, hence the name. This position can involve any combination of sexes.
Le 69 est une position sexuelle dans laquelle les deux partenaires stimulent avec la bouche le sexe de leur partenaire, dans le but de pratiquer mutuellement le coït buccal. Les participants sont ainsi mutuellement à l'envers, tête-bêche. Cette position peut impliquer deux personnes de n'importe quelle orientation sexuelle.
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Pierre Corneille
Pierre Corneille
Pierre Corneille (; 6 June 1606 – 1 October 1684) was a French tragedian. He is generally considered one of the three great seventeenth-century French dramatists, along with Molière and Racine.
Pierre Corneille, aussi appelé'ou ', né le à Rouen et mort le à Paris (paroisse Saint-Roch), est un dramaturge et poète français du.
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Lapalissade
Lapalissade
A lapalissade is an obvious truth—i.e. a truism or tautology—which produces a comical effect. It is derived from the name Jacques de la Palice, and the word is used in several languages.
Une lapalissade (ou vérité de La Palice) consiste à affirmer une évidence immédiatement perceptible, ce qui déclenche en général le rire de l'interlocuteur, ou encore sa réponse :. C'est un synonyme de truisme, tiré de l'anglais « "" ». Elle peut également être utilisée en rhétorique politique pour faire passer de fausses idées, en profitant de l'impression de vérité et d'évidence qu'il dégage.
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Amoco Cadiz
Amoco Cadiz
Amoco Cadiz was a supertanker owned by Amoco Transport Corp and transporting crude oil for Shell Oil. Operating under the Liberian flag of convenience, she ran aground on 16 March 1978 on Portsall Rocks, from the coast of Brittany, France. Ultimately she split in three and sank, resulting in the largest oil spill of its kind in history to that date.
LAmoco Cadiz était un pétrolier "supertanker" libérien lancé en 1974 pour la société américaine de transports pétroliers et chimiques Amoco afin de transporter du pétrole depuis le golfe Persique vers l'Europe. Son naufrage en en bordure des côtes bretonnes, à Portsall (Finistère), provoqua une marée noire considérée, aujourd'hui encore, comme l'une des pires catastrophes écologiques de l'Histoire.
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Maurice Druon
Maurice Druon
Maurice Druon, KBE (23 April 1918 – 14 April 2009) was a French novelist and a member of the Académie française, of which he served as "Perpetual Secretary" (chairman) between 1985 and 1999.
Maurice Druon, né le dans le de Paris et mort le dans le de cette même ville, est un écrivain et homme politique français.
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Carcassonne
Carcassonne
Carcassonne (,, ; ; ) is a French fortified city in the department of Aude, in the region of Occitanie. A prefecture, it has a population of about 50,000.
Carcassonne est une commune française, préfecture du département de l'Aude dans la région Occitanie. Au dernier recensement de, la commune comptait appelés les "Carcassonnais". Carcassonne est la ville principale de la Carcassonne Agglo (), de l'aire urbaine de Carcassonne (2013) et de son unité urbaine qui compte (2013).
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Georges Duhamel
Georges Duhamel
Georges Duhamel (; ; 30 June 1884 – 13 April 1966) was a French author, born in Paris. Duhamel trained as a doctor, and during World War I was attached to the French Army. In 1920, he published "Confession de minuit", the first of a series featuring the anti-hero Salavin. In 1935, he was elected as a member of the Académie française. He was nominated for the Nobel Prize in Literature twenty-seven times. He was also the father of the musicologue Antoine Duhamel.
Georges Duhamel, né à Paris le et mort à Valmondois (Seine-et-Oise, actuellement Val-d'Oise) le, est un médecin, écrivain et poète français.
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Pierre Drieu La Rochelle
Pierre Drieu la Rochelle
Pierre Eugène Drieu La Rochelle (; 3 January 1893 – 15 March 1945) was a French writer of novels, short stories and political essays. He was born, lived and died in Paris. Drieu La Rochelle became a proponent of French fascism in the 1930s, and was a well-known collaborationist during the German occupation.
Pierre Eugène Drieu la Rochelle, né le dans le arrondissement de Paris et mort (par suicide) dans le arrondissement de Paris le, est un écrivain français.
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5
5 (nombre)
5 (five) is a number, numeral, and glyph. It is the natural number following 4 and preceding 6, and is a prime number. It has attained significance throughout history in part because typical humans have five digits on each hand.
5 (cinq) est l'entier naturel suivant 4 et précédant 6. Le nombre cinq correspond au nombre normal de doigts d'une main ou d'un pied humains.
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4
4 (nombre)
4 (four) is a number, numeral, and glyph. It is the natural number following 3 and preceding 5. It is the smallest composite number, and is considered unlucky in many East Asian cultures.
Le nombre 4 (quatre) est l'entier naturel suivant 3 et précédant 5. "Quatre" ne prend jamais de "s" final. Le préfixe du Système international pour 4 est tétra.
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Théodore de Banville
Théodore de Banville
Théodore Faullain de Banville (14 March 1823 – 13 March 1891) was a French poet and writer. His work was influential on the Symbolist movement in French literature in the late 19th century.
Théodore Faullain de Banville, né le à Moulins (Allier) et mort le à Paris, est un poète, dramaturge et critique dramatique français.
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AWK
Awk
AWK is a domain-specific language designed for text processing and typically used as a data extraction and reporting tool. It is a standard feature of most Unix-like operating systems.
awk — dont le nom vient des trois créateurs, Alfred Aho, Peter Weinberger et Brian Kernighan — est un langage de traitement de lignes, disponible sur la plupart des systèmes Unix et sous Windows avec Cygwin ou Gawk. Il est principalement utilisé pour la manipulation de fichiers textuels pour des opérations de recherches, de remplacement et de transformations complexes.
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Robert Desnos
Robert Desnos
Robert Desnos (; 4 July 1900 – 8 June 1945) was a French surrealist poet who played a key role in the Surrealist movement of his day.
Robert Desnos est un poète français, né le dans le de Paris et mort du typhus le au camp de concentration de Theresienstadt, en Tchécoslovaquie à peine libérée par l'Armée rouge.
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Arromanches-les-Bains
Arromanches-les-Bains
Arromanches-les-Bains (or simply Arromanches) is a commune in the Calvados department in the Normandy region of north-western France. The inhabitants of the commune are known as "Arromanchais" or "Arromanchaises".
Arromanches-les-Bains, couramment appelée Arromanches, est une commune française, située dans le département du Calvados en région Normandie. C'est une station balnéaire, peuplée de "(les Arromanchais)".
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Auquainville
Auquainville
Auquainville is a former commune in the Calvados department in the Normandy region of north-western France. On 1 January 2016, it was merged into the new commune of Livarot-Pays-d'Auge.
Auquainville est une ancienne commune française, située dans le département du Calvados en région Normandie, devenue le une commune déléguée au sein de la commune nouvelle de Livarot-Pays-d'Auge.
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7
7 (nombre)
7 (seven) is the natural number following 6 and preceding 8. It is a prime number, and is often considered lucky in Western culture, and is often seen as highly symbolic.
Le nombre 7 (sept) est l'entier naturel suivant 6 et précédant 8. Le mot sept vient du latin "septem" « sept », dont la racine se retrouve dans toutes les langues indo-européennes : germanique "*sebun" (gotique "sibun", allemand "sieben", anglais "seven"), vieux slave "sedmĭ", lituanien "septyni", celtique "*sextan" (vieil irlandais "secht", gallois "saith", breton "seiz" et sanskrit "saptá", tous de l'indo-européen "*septm". Les mots arabe "sebt" et hébreu "shabbat" signifient tous deux « septième jour ».
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Balleroy
Balleroy
Balleroy () is a former commune in the Calvados department in the Normandy region of north-western France. On 1 January 2016, it was merged into the new commune of Balleroy-sur-Drôme.
Balleroy est une ancienne commune française, située dans le département du Calvados en région Normandie, devenue le une commune déléguée au sein de la commune nouvelle de Balleroy-sur-Drôme.
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Herodotus
Hérodote
Herodotus (;, "Hēródotos", ; BC) was an ancient Greek historian who was born in Halicarnassus in the Persian Empire (modern-day Bodrum, Turkey). He is known for having written the book "The Histories" (Greek: Ἱστορίαι "Historíai"), a detailed record of his "inquiry" ( "historía") on the origins of the Greco-Persian Wars. He is widely considered to have been the first writer to have treated historical subjects using a method of systematic investigation—specifically, by collecting his materials and then critically arranging them into an historiographic narrative. On account of this, he is often referred to as "The Father of History," a title first conferred on him by the first-century BC Roman orator Cicero.
Hérodote ( (-480 à Halicarnasse en Carie – vers 425 av. J.-C. à Thourioi) est un historien et géographe grec. Considéré comme le premier historien, il a été surnommé le par Cicéron en raison de sa grande œuvre historique, les "Histoires", centrée sur les guerres médiques, sans se limiter au récit de celles-ci : Hérodote expose les causes de la guerre et fait de nombreuses digressions, appelées "logoi", sur l’histoire, les coutumes et les pays des belligérants et de dizaines d’autres peuples tout autour de la Méditerranée, ce qui fait de lui un des précurseurs de l’histoire universelle. Le récit de ses voyages le range également parmi les premiers géographes et son exposé du "Dialogue entre Otanès, Mégabyse et Darius" constitue l'un des premiers documents authentiques où se trouvent distingués et comparés les divers types de gouvernement (démocratie, oligarchie, monarchie).
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Mahayana
Bouddhisme mahāyāna
Mahāyāna (; English: ; "Great Vehicle") is one of the two main existing branches of Buddhism (the other being Theravada) and a term for classification of Buddhist philosophies and practice. This movement added a further set of intercourses, and although it was initially very small in India, it had long-term historical significance. The Buddhist tradition of Vajrayāna is sometimes classified as a part of Mahāyāna Buddhism, but some scholars consider it to be a different branch altogether.
Le bouddhisme mahāyāna est un terme sanskrit ( महायान ) signifiant « grand véhicule » (chinois : 大乘, dàchéng ; japonais : 大乗, daijō ; vietnamien : Đại Thừa ; coréen : 대승, dae-seung). Le bouddhisme mahāyāna apparaît vers le début de notre ère dans le Nord de l’Inde et dans l'Empire kouchan, d’où il se répand rapidement au Tarim et en Chine, avant de se diffuser dans le reste de l’Extrême-Orient. Des moines du bouddhisme chan chinois l'exportent avec l'écriture et de nombreux aspects de la culture chinoise, d'abord en Corée (bouddhisme son) en 372, puis au Japon (bouddhisme zen) à partir du, se mêlant un peu plus à chaque étape avec les croyances locales.
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Jupiter
Jupiter (planète)
Jupiter is the fifth planet from the Sun and the largest in the Solar System. It is a gas giant with a mass one-thousandth that of the Sun, but two-and-a-half times that of all the other planets in the Solar System combined. Jupiter is one of the brightest objects visible to the naked eye in the night sky, and has been known to ancient civilizations since before recorded history. It is named after the Roman god Jupiter. When viewed from Earth, Jupiter can be bright enough for its reflected light to cast shadows, and is on average the third-brightest natural object in the night sky after the Moon and Venus.
Jupiter est une planète géante gazeuse. Il s'agit de la plus grosse planète du Système solaire, plus volumineuse et massive que toutes les autres planètes réunies, et la cinquième planète par sa distance au Soleil (après Mercure, Vénus, la Terre et Mars).
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Bayeux
Bayeux
Bayeux () is a commune in the Calvados department in Normandy in northwestern France. Bayeux is the home of the Bayeux Tapestry, which depicts the events leading up to the Norman conquest of England. It is also known as the first major town secured by the Allies during Operation Overlord. Charles de Gaulle made two famous speeches in this town.
Bayeux [] est une commune française et une des trois sous-préfectures du département du Calvados et de la région Normandie, peuplée de "(les Bajocasses ou Bayeusains)".
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Courseulles-sur-Mer
Courseulles-sur-Mer
Courseulles-sur-Mer is a commune in the Calvados department (14) in the Normandy region, la Basse-Normandie, in northwestern France, 1.1 km from Graye-sur-Mer, and 3.3 km from Reviers. Until 1957, the town's name was simply Courseulles.
Courseulles-sur-Mer est une commune française, située dans le département du Calvados en région Normandie, peuplée de. À Courseulles, le port de plaisance jouxte les anciens parcs à huitres. La commune a une vie associative, sportive et culturelle développée. Le littoral est aménagé dans un souci de respect de l'environnement (parc de l'Édit, aménagements autour du centre Juno Beach, etc.).
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Airline
Compagnie aérienne
An airline is a company that provides air transport services for traveling passengers and freight. Airlines utilize aircraft to supply these services and may form partnerships or alliances with other airlines for codeshare agreements, in which they both offer and operate the same flight. Generally, airline companies are recognized with an air operating certificate or license issued by a governmental aviation body. Airlines may be scheduled or charter operators.
Une compagnie aérienne est une entreprise de transport aérien qui transporte des passagers ou du fret. Les compagnies aériennes louent ou achètent leurs avions pour offrir leurs services et peuvent former des partenariats ou des alliances pour des bénéfices mutuels.
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WarnerMedia
WarnerMedia
WarnerMedia, LLC is an American multinational mass media and entertainment conglomerate owned by AT&T and headquartered in New York City. It was originally formed in 1990 by Steve Ross as Time Warner, from the merger of Time Inc. and Warner Communications. The company has film, television and cable operations, with its assets including WarnerMedia Entertainment (consisting of the entertainment assets of Turner Broadcasting, HBO, Otter Media, and Cinemax, as well as HBO Max streaming service), WarnerMedia News & Sports (consisting of the news and sports assets of Turner Broadcasting, as well as AT&T SportsNet), and Warner Bros. (consisting of the film, animation, and television studios, DC Comics, New Line Cinema, the family-friendly assets of Turner Broadcasting, and with ViacomCBS, a 50% interest in The CW television network). On October 22, 2016, AT&T announced an offer to acquire Time Warner for $108.7 billion (including assumed Time Warner debt). The proposed merger was confirmed on June 12, 2018, after AT&T won an antitrust lawsuit that the U.S. Justice Department filed in 2017 to attempt to block the acquisition. The merger closed two days later, with the company becoming a subsidiary of AT&T.
WarnerMedia (anciennement Time Warner Inc.) est un conglomérat américain multinational de médias et divertissements. C'est le deuxième plus grand groupe de production télévisuelle, cinématographique, et de divertissements au monde en termes de chiffre d'affaires.
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Behaviorism
Béhaviorisme
Behaviorism (or behaviourism) is a systematic approach to understanding the behavior of humans and other animals. It assumes that behavior is either a reflex evoked by the pairing of certain antecedent stimuli in the environment, or a consequence of that individual's history, including especially reinforcement and punishment contingencies, together with the individual's current motivational state and controlling stimuli. Although behaviorists generally accept the important role of heredity in determining behavior, they focus primarily on environmental events.
Le béhaviorisme, behaviorisme ou comportementalisme, est un paradigme de la psychologie scientifique selon lequel le comportement observable est essentiellement conditionné soit par les mécanismes de réponse réflexe à un stimulus donné, soit par l'histoire des interactions de l'individu avec son environnement, notamment les punitions et renforcements par le passé. L'approche béhavioriste vise à mettre au jour des relations statistiquement significatives entre les variables de l'environnement et les mesures du comportement étudié sans faire appel au psychisme comme mécanisme explicatif. Le béhaviorisme émerge à la fin du et au début du en réaction à la difficulté des courants mentalistes, subjectivistes et introspectifs, à produire des énoncés scientifiques empiriquement testables. Après avoir exercé une influence très forte sur la recherche en psychologie en Amérique du Nord et en Europe, le béhaviorisme, en particulier dans sa forme radicale défendue par des chercheurs comme B. F. Skinner qui cherche à rendre compte aussi des processus mentaux selon les mêmes lois, régresse au profit d'approches cognitivistes.
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Sieve of Eratosthenes
Crible d'Ératosthène
In mathematics, the sieve of Eratosthenes is an ancient algorithm for finding all prime numbers up to any given limit.
Le crible d'Ératosthène est un procédé qui permet de trouver tous les nombres premiers inférieurs à un certain entier naturel donné "N". Le crible d'Atkin est plus rapide mais plus complexe.
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Norse mythology
Mythologie nordique
Norse mythology is the body of myths of the North Germanic peoples, stemming from Norse paganism and continuing after the Christianization of Scandinavia, and into the Scandinavian folklore of the modern period. The northernmost extension of Germanic mythology, Norse mythology consists of tales of various deities, beings, and heroes derived from numerous sources from both before and after the pagan period, including medieval manuscripts, archaeological representations, and folk tradition.
La mythologie nordique est l'ensemble des mythes provenant d'Europe du Nord (plus particulièrement de la Scandinavie ) à la base du système religieux polythéiste pratiqué dans ces régions au haut Moyen Âge avant leur christianisation. Il s'agit d'une variante régionale et historique de la plus vaste mythologie germanique, qui fait elle-même partie de la mythologie conjecturelle indo-européenne dont d'autres variantes sont la mythologie grecque ou encore la mythologie iranienne, et qui a donné lieu à de nombreuses spéculations pseudo-historiques. Comme les autres, la mythologie nordique met en scène un nombre important de divinités, de créatures fabuleuses et de héros.
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Elliptic function
Fonction elliptique
In complex analysis, an elliptic function is a meromorphic function that is periodic in two directions. Just as a periodic function of a real variable is defined by its values on an interval, an elliptic function is determined by its values on a fundamental parallelogram, which then repeat in a lattice. Such a doubly periodic function cannot be holomorphic, as it would then be a bounded entire function, and by Liouville's theorem every such function must be constant. In fact, an elliptic function must have at least two poles (counting multiplicity) in a fundamental parallelogram, as it is easy to show using the periodicity that a contour integral around its boundary must vanish, implying that the residues of all simple poles must cancel.
En mathématiques, et plus particulièrement en analyse complexe, une fonction elliptique est, grossièrement parlant, une fonction définie sur le plan complexe qui est doublement périodique (périodique dans deux directions). Elle peut être vue comme analogue à une fonction trigonométrique (qui a une seule période).
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Five Pillars of Islam
Piliers de l'islam
The Five Pillars of Islam (' ; also'"pillars of the religion") are some basic acts in Islam, considered mandatory by believers, and are the foundation of Muslim life. They are summarized in the famous hadith of Gabriel. The Sunni and Shia agree on the essential details for the performance and practice of these acts, but the Shia do not refer to them by the same name (see Ancillaries of the Faith, for the Twelvers, and Seven pillars of Ismailism). They make up Muslim life, prayer, concern for the needy, self-purification, and the pilgrimage, if one is able.
Les piliers de l'islam sont les devoirs que tout musulman doit appliquer. Les plus notables et respectés sont au nombre de cinq. Ces devoirs ne sont pas explicitement soulignés dans le Coran comme le sont les Dix Commandements dans la Bible, mais rapportés dans un hadith prophétique : (rapporté par Al-Boukharî et Muslim). Le concept a été adopté par le sunnisme (très largement majoritaire) notamment, mais rejeté par d'autres groupes aujourd'hui minoritaires tels les Kharijites, ainsi que d'autres minorités chiites. Les devoirs des musulmans sunnites ne se limitent pas à ces piliers, mais leur mise en application est impérative.
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Muslims
Musulman
Muslims are people who follow or practice Islam, a monotheistic Abrahamic religion. Muslims consider the Quran, their holy book, to be the verbatim word of God as revealed to the Islamic prophet and messenger Muhammad. The majority of Muslims also follow the teachings and practices of Muhammad ("sunnah") as recorded in traditional accounts ("hadith"). The derivation of "Muslim" is from an Arabic word meaning "submitter" (to God).
Un musulman (en ) est une personne soumise au Dieu Unique qui a révélé le Coran au travers du prophète Mohamed et qui respecte les cinq piliers de la religion (islam). l'islam, religion abrahamique et monothéiste (qui respecte le message prophétique de vérité contenu dans la Thora et les Evangiles ). Le mot vient de l'arabe, signifiant à la volonté de Dieu.
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John Carmack
John Carmack
John D. Carmack II (born August 20, 1970) is an American computer programmer, video game developer and engineer. He co-founded the video game company id Software and was the lead programmer of its games "Commander Keen", "Wolfenstein 3D", "Doom" and "Quake" and their sequels. Carmack made innovations in 3D graphics, such as his Carmack's Reverse algorithm for shadow volumes. In 2013, he resigned from id to work full-time at Oculus VR, where he served as CTO and later Consulting CTO in 2019.
John Carmack, né le à Roeland Park au Kansas, est un ingénieur en informatique américain, par ailleurs programmeur et développeur de jeux vidéo.
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American Airlines
American Airlines
American Airlines, Inc. (AA) is a major American airline headquartered in Fort Worth, Texas, within the Dallas–Fort Worth metroplex. It is the world's largest airline when measured by fleet size, scheduled passengers carried, and revenue passenger mile. American, together with its regional partners, operates an extensive international and domestic network with almost 6,800 flights per day to nearly 350 destinations in more than 50 countries. American Airlines is a founding member of the Oneworld alliance, the third-largest airline alliance in the world. Regional service is operated by independent and subsidiary carriers under the brand name American Eagle.
American Airlines (Code AITA : AA ; code OACI : AAL) est une compagnie aérienne américaine. Elle exploite des vols intérieurs et internationaux depuis ses nombreux "hubs" (plates-formes) basés aux États-Unis. En 2018, c'est la plus grande compagnie aérienne au monde. Elle dessert, avec sa filiale régionale American Eagle plus de 350 destinations dans plus de 50 pays et territoires avec plus de 6700 vols quotidiens. Elle est contrôlée par AMR Corporation dont le siège social se trouve à Fort Worth, aux États-Unis dans l'état du Texas. En 2019, elle est au 68e rang du Fortune 500. American Airlines est membre fondateur de l'alliance Oneworld. En 2013, celle-ci a fusionné avec la compagnie US Airways afin de former la plus grande compagnie aérienne au monde.
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Software portability
Portabilité (informatique)
Portability in high-level computer programming is the usability of the same software in different environments. The prerequirement for portability is the generalized abstraction between the application logic and system interfaces. When software with the same functionality is produced for several computing platforms, portability is the key issue for development cost reduction.
La portabilité d'un programme informatique est sa capacité à pouvoir être adapté plus ou moins facilement en vue de fonctionner dans différents environnements d'exécution. Les différences peuvent porter sur l'environnement matériel (processeur) comme sur l'environnement logiciel (système d'exploitation). La différence d'environnement peut également porter sur une combinaison des deux éléments. C'est le cas par exemple dans les domaines de l'informatique embarquée, des super calculateurs et des machines virtuelles.
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Hyperbolic functions
Fonction hyperbolique
In mathematics, hyperbolic functions are analogs of the ordinary trigonometric functions defined for the hyperbola rather than on the circle: just as the points form a circle with a unit radius, the points form the right half of the equilateral hyperbola.
En mathématiques, on appelle fonctions hyperboliques les fonctions cosinus hyperbolique, sinus hyperbolique et tangente hyperbolique. Les noms « sinus », « cosinus » et « tangente » proviennent de leur ressemblance avec les fonctions trigonométriques (dites « circulaires » car en relation avec le cercle unité ) et le terme « hyperbolique » provient de leur relation avec l'hyperbole d'équation.
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Geography of Ecuador
Géographie de l'Équateur
Ecuador is a country in western South America, bordering the Pacific Ocean at the Equator, for which the country is named. Ecuador encompasses a wide range of natural formations and climates, from the desert-like southern coast to the snowcapped peaks of the Andes mountain range to the plains of the Amazon Basin. Cotopaxi in Ecuador is one of the world's highest active volcanos. It also has a large series of rivers that follow the southern border and spill into the northwest area of Peru.
L'Équateur est un pays situé en Amérique du Sud, de part et d'autre de la Cordillère des Andes, entre la Colombie et le Pérou. Le pays est bordé par l'océan Pacifique, où se trouvent les îles Galápagos, qui appartiennent au territoire équatorien. Le pays est composé de quatre régions clairement différenciées : la "Costa" (côte Pacifique), la "Sierra" (région andine) et l’"Oriente" (région amazonienne), ainsi que les îles Galápagos. Ces régions ont chacune un climat qui leur est propre et des paysages distincts.
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Object-oriented programming
Programmation orientée objet
Object-oriented programming (OOP) is a programming paradigm based on the concept of "objects", which can contain data, in the form of fields (often known as "attributes" or "properties"), and code, in the form of procedures (often known as "methods"). A feature of objects is an object's procedures that can access and often modify the data fields of the object with which they are associated (objects have a notion of "this" or "self"). In OOP, computer programs are designed by making them out of objects that interact with one another. OOP languages are diverse, but the most popular ones are class-based, meaning that objects are instances of classes, which also determine their types.
La programmation orientée objet (POO), ou programmation par objet, est un paradigme de programmation informatique. Il consiste en la définition et l'interaction de briques logicielles appelées "objets" ; un objet représente un concept, une idée ou toute entité du monde physique, comme une voiture, une personne ou encore une page d'un livre. Il possède une structure interne et un comportement, et il sait interagir avec ses pairs. Il s'agit donc de représenter ces objets et leurs relations ; l'interaction entre les objets via leurs relations permet de concevoir et réaliser les fonctionnalités attendues, de mieux résoudre le ou les problèmes. Dès lors, l'étape de modélisation revêt une importance majeure et nécessaire pour la POO. C'est elle qui permet de transcrire les éléments du réel sous forme virtuelle.
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Lucio Gutiérrez
Lucio Gutiérrez
Lucio Edwin Gutiérrez Borbúa (born March 23, 1957 in Quito) served as 43rd President of Ecuador from January 15, 2003 to April 20, 2005.
Lucio Gutiérrez Borbúa, né le à Quito, est un militaire et homme politique équatorien, président de la République d'Équateur du jusqu'à sa destitution par le Parlement le.
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Cantigas de Santa Maria
Cantigas de Santa María
The Cantigas de Santa Maria (, ; "Canticles of Holy Mary") are 420 poems with musical notation, written in the medieval Galician-Portuguese language during the reign of Alfonso X of Castile "El Sabio" (1221–1284) and often attributed to him.
Le manuscrit des Cantigas de Santa María est un des plus importants recueils de chansons monodiques de la littérature médiévale en Occident, rédigé pendant le règne du roi de Castille dit "Le Sage" (1221-1284). Ces "cantigas" sont le volet religieux de la, le volet profane comprend les "cantigas de amigo", les "cantigas de amor" et les "cantigas de escarnio".
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Integration testing
Test d'intégration
Integration testing (sometimes called integration and testing, abbreviated I&T) is the phase in software testing in which individual software modules are combined and tested as a group. Integration testing is conducted to evaluate the compliance of a system or component with specified functional requirements. It occurs after unit testing and before validation testing. Integration testing takes as its input modules that have been unit tested, groups them in larger aggregates, applies tests defined in an integration test plan to those aggregates, and delivers as its output the integrated system ready for system testing.
Dans le monde du développement informatique, le test d'intégration est une phase dans les tests, qui est précédée des tests unitaires et est généralement suivie par les tests de validation. Dans le test unitaire, on vérifie le bon fonctionnement d'une partie précise d'un logiciel ou d'une portion d'un programme (appelée « unité » ou « module ») ; dans le test d’intégration, chacun des modules indépendants du logiciel est assemblé et testé dans l’ensemble.
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Irène Frain
Irène Frain
Irène Frain (née Le Pohon; 22 May 1950, Lorient, Morbihan) is a French novelist, journalist, and historian. She is a founding member of the Women's Forum for the Economy and Society.
Irène Frain, née Irène Le Pohon, le à Lorient (Morbihan), est une femme de lettres française, romancière et journaliste. Elle est membre fondateur du Women's Forum for the Economy and Society.
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Paul Fort
Paul Fort
Paul Fort (1 February 1872 – 20 April 1960) was a French poet associated with the Symbolist movement. At the age of 18, reacting against the Naturalistic theatre, Fort founded the Théâtre d'Art (1890–93). He also founded and edited the literary reviews "Livre d'Art" with Alfred Jarry and "Vers et Prose" (1905–14) with poet Guillaume Apollinaire, which published the work of Paul Valéry and other important Symbolist writers. Fort is notable for his enormous volume of poetry, having published more than thirty volumes of ballads and, according to Amy Lowell for creating the polyphonic prose form in his 'Ballades francaises'.
Paul Fort est un poète et dramaturge français, né le à Reims (Marne) et mort le à Montlhéry (Seine-et-Oise). Il est l'auteur d'une œuvre poétique abondante, réunie dans les "Ballades françaises", mêlée de symbolisme, de simplicité et de lyrisme, utilisant le plus souvent le verset.
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Riemann zeta function
Fonction zêta de Riemann
The Riemann zeta function or Euler–Riemann zeta function,, is a function of a complex variable "s" that analytically continues the sum of the Dirichlet series
En mathématiques, la fonction zêta de Riemann est une fonction analytique complexe qui est apparue essentiellement dans la théorie des nombres premiers. La position de ses zéros complexes est liée à la répartition des nombres premiers. Elle est aussi importante comme fonction modèle dans la théorie des séries de Dirichlet et se trouve au carrefour d'un grand nombre d'autres théories. Les questions qu'elle soulève sont loin d'être résolues et elle sert aussi de motivation et de fil conducteur à de nouvelles études, à l'instar du rôle joué par le grand théorème de Fermat.
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Trigonometric functions
Fonction trigonométrique
In mathematics, the trigonometric functions (also called circular functions, angle functions or goniometric functions) are real functions which relate an angle of a right-angled triangle to ratios of two side lengths. They are widely used in all sciences that are related to geometry, such as navigation, solid mechanics, celestial mechanics, geodesy, and many others. They are among the simplest periodic functions, and as such are also widely used for studying periodic phenomena, through Fourier analysis.
En mathématiques, les fonctions trigonométriques sont des fonctions dont la variable est une mesure d'angle. Elles permettent de relier les longueurs des côtés d'un triangle (, "trigonon" en grec) en fonction de la mesure des angles aux sommets. Plus généralement, les fonctions trigonométriques sont importantes pour étudier les triangles et les polygones, les cercles (on les appelle aussi fonctions circulaires) et modéliser des phénomènes périodiques.
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IBEX 35
Ibex 35
The IBEX 35 (; ; contraction of "Índice Bursátil Español", literally Spanish Exchange Index) is the benchmark stock market index of the Bolsa de Madrid, Spain's principal stock exchange. Initiated in 1992, the index is administered and calculated by Sociedad de Bolsas, a subsidiary of Bolsas y Mercados Españoles (BME), the company which runs Spain's securities markets (including the Bolsa de Madrid). It is a market capitalization weighted index comprising the 35 most liquid Spanish stocks traded in the Madrid Stock Exchange General Index and is reviewed twice annually. Trading on options and futures contracts on the IBEX 35 is provided by MEFF (Mercado Español de Futuros Financieros), another subsidiary of BME.
L'Ibex 35 est le principal indice boursier de la Bourse de Madrid élaboré par Bolsas y Mercados Españoles. Il est composé de 35 entreprises dont le poids est pondéré par leur capitalisation boursière.
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Japanese calendar
Dates en japonais
Japanese calendar types have included a range of official and unofficial systems. At present, Japan uses the Gregorian calendar together with year designations stating the year of the reign of the current Emperor.
Actuellement, le système de dates en japonais est très lié au calendrier grégorien, même si la numération des années peut différer de celle en vigueur en Occident. On écrit d'abord l'année, ensuite le mois et enfin le jour (sens de la norme ISO 8601). Par exemple le peut s'écrire 2003年2月16日. se lit "nen" et signifie « année », se lit "gatsu" et signifie « mois » et enfin se lit "nichi" (en fait sa prononciation dépend du chiffre qui le précède, voir plus bas) et signifie « jour ».
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Electrostatics
Électrostatique
Electrostatics is a branch of physics that studies electric charges at rest. Since classical physics, it has been known that some materials, such as amber, attract lightweight particles after rubbing. The Greek word for amber,, or "", was thus the source of the word 'electricity'. Electrostatic phenomena arise from the forces that electric charges exert on each other. Such forces are described by Coulomb's law. Even though electrostatically induced forces seem to be rather weak, some electrostatic forces such as the one between an electron and a proton, that together make up a hydrogen atom, is about 36 orders of magnitude stronger than the gravitational force acting between them.
L'électrostatique est la branche de la physique qui étudie les phénomènes créés par des charges électriques statiques pour l'observateur. Les lois obtenues peuvent se généraliser à des systèmes variables (quasi-électrostatique) pourvu que la distribution des charges puisse être considérée comme en équilibre à chaque instant. Ainsi le condensateur dans un circuit électrique est encore correctement décrit par ces mêmes lois même s'il fonctionne à de très hautes fréquences.
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François Fénelon
Fénelon
François de Salignac de la Mothe-Fénelon (), more commonly known as François Fénelon (6 August 1651 – 7 January 1715), was a French Roman Catholic archbishop, theologian, poet and writer. He today is remembered mostly as the author of "The Adventures of Telemachus", first published in 1699.
François de Salignac de La Mothe-Fénelon dit Fénelon, né le au château de Fénelon à Sainte-Mondane (Quercy, aujourd'hui la Dordogne) et mort le à Cambrai, est un homme d'Église, théologien, pédagogue et écrivain français.
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Emperor Suizei
Suizei
, also known as, was the second Emperor of Japan according to the traditional order of succession. Very little is known about this Emperor due to a lack of material available for further verification and study. Suizei is known as a "legendary emperor" among historians as his actual existence is disputed. A legendary account from the Kojiki states that Suizei became emperor after receiving the title of crown prince by his half brother due to his bravery regarding a murder plot. Suizei's reign started in 581 BC, he had one wife and a sole son who supposedly became the next emperor upon his death in 549 BC.
L'empereur Suizei (綏靖天皇, "Suizei Tennō") est le second empereur du Japon à apparaître sur la traditionnelle liste des empereurs. Il n'y a pas de date certaine qui puisse être attribuée à cet empereur et il est considéré par les historiens comme un « empereur légendaire ». Il est le premier de huit empereurs sans légende, le "Kojiki" et le "Nihon shoki" ne précisant que son nom et sa généalogie. La tradition lui attribue des dates de vie de -670 à -549 et situe son règne à partir de -581, à la suite de celui de son père Jinmu. Peu après son accession au pouvoir, son frère se rebelle contre lui.
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Emperor Annei
Annei
, also known as was the third Emperor of Japan, according to the traditional order of succession. Very little is known about this Emperor due to a lack of material available for further verification and study. Annei is known as a "legendary emperor" among historians as his actual existence is disputed. Nothing exists in the Kojiki other than his name and genealogy. Annei's reign allegedly began in 549 BC, he had one wife and three sons. After his death in 511 BC, his second or third son supposedly became the next emperor.
L' est le troisième empereur du Japon à apparaître sur la traditionnelle liste des empereurs. Aucune date certaine ne peut être attribuée à cet empereur et il est considéré par les historiens comme un « empereur légendaire ». Il est le second de huit empereurs sans légende, le "Kojiki" et le "Nihon shoki" ne précisant que son nom et sa généalogie. La tradition lui attribue des dates de vie de -589 à -511 et situe son règne à partir de -549, à la suite de celui de son père Suizei.
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Emperor Itoku
Itoku
, also known as was the fourth Emperor of Japan, according to the traditional order of succession. Very little is known about this Emperor due to a lack of material available for further verification and study. Itoku is known as a "legendary emperor" among historians as his actual existence is disputed. Nothing exists in the Kojiki other than his name and genealogy. Itoku's reign allegedly began in 510 BC, he had one wife and two sons. After his death in 477 BC, his first son supposedly became the next emperor.
L'empereur Itoku (懿徳天皇, "Itoku Tennō") est le quatrième empereur du Japon à apparaître sur la traditionnelle liste des empereurs. Aucune date certaine ne peut être attribuée à cet empereur et il est considéré par les historiens comme un « empereur légendaire ». Il est le troisième de huit empereurs sans légende, le "Kojiki" et le "Nihon shoki" ne précisant que son nom et sa généalogie. La tradition lui attribue des dates de vie de -553 à -476 et situe son règne à partir de -510, à la suite de celui de son père Annei. Le "Nihon ōdai ichiran" rappelle qu'il fut un contemporain de Confucius.
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Emperor Kōshō
Kōshō (empereur)
, also known as was the fifth Emperor of Japan, according to the traditional order of succession. Very little is known about this Emperor due to a lack of material available for further verification and study. Kōshō is known as a "legendary emperor" among historians as his actual existence is disputed. Nothing exists in the Kojiki other than his name and genealogy. Kōshō's reign allegedly began in 475 BC, he had one wife and two sons. After his death in 393 BC, his second son supposedly became the next emperor.
L'empereur Kōshō (孝昭天皇, "Kōshō Tennō") est le cinquième empereur du Japon à apparaître sur la traditionnelle liste des empereurs. Aucune date certaine ne peut être attribuée à cet empereur et il est considéré par les historiens comme un « empereur légendaire ». Il est le quatrième de huit empereurs sans légende, le "Kojiki" et le "Nihon shoki" ne précisant que son nom et sa généalogie. La tradition lui attribue des dates de vie de -506 à -393 et situe son règne à partir de -475.
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Emperor Bidatsu
Bidatsu
The years of reign of Bidatsu start in 572 and end in 585; however, there are no certain dates for this Emperor's life or reign. The names and sequence of the early Emperors were not confirmed as "traditional" until the reign of Emperor Kanmu, who was the 50th monarch of the Yamato dynasty.
, né en 538 et décédé en 585 était le trentième empereur du Japon, selon l'ordre traditionnel de la succession, et régna de 572 à 585.
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Politics of Chile
Politique au Chili
Chile's government is a representative democratic republic, whereby the President of Chile is both head of state and head of government, and of a formal multi-party system. Executive power is exercised by the president and his or her cabinet. Legislative power is vested in both the government and the two chambers of the National Congress. The judiciary is independent of the executive and the legislature of Chile.
La vie politique au Chili est l’ensemble des éléments qui influencent les activités politiques au Chili, c’est-à-dire la constitution, le climat politique et les partis politiques. Sebastián Piñera est président de la République depuis le.
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Prime number theorem
Théorème des nombres premiers
In number theory, the prime number theorem (PNT) describes the asymptotic distribution of the prime numbers among the positive integers. It formalizes the intuitive idea that primes become less common as they become larger by precisely quantifying the rate at which this occurs. The theorem was proved independently by Jacques Hadamard and Charles Jean de la Vallée Poussin in 1896 using ideas introduced by Bernhard Riemann (in particular, the Riemann zeta function).
En mathématiques, et plus précisément en théorie analytique des nombres, le théorème des nombres premiers, démontré indépendamment par Hadamard et La Vallée Poussin en 1896, est un résultat concernant la distribution asymptotique des nombres premiers.
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Pillars of Hercules
Colonnes d'Hercule
The Pillars of Hercules (Latin: "Columnae Herculis", Greek: Ἡράκλειαι Στῆλαι / "(H)Erákleiai Stílai", Arabic: أعمدة هرقل / "Aʿmidat Hiraql", Spanish: "Columnas de Hércules") was the phrase that was applied in Antiquity to the promontories that flank the entrance to the Strait of Gibraltar. The northern Pillar, Calpe Mons, is the Rock of Gibraltar. A corresponding North African peak not being predominant, the identity of the southern Pillar, Abila Mons, has been disputed throughout history, with the two most likely candidates being Monte Hacho in Ceuta and Jebel Musa in Morocco.
Les Colonnes d'Hercule ou Colonnes d'Héraclès est le nom donné, dans l'Antiquité classique, aux montagnes qui bordent le détroit de Gibraltar. Il s'agit du rocher de Gibraltar ("Calpe" en latin) au nord, sur la rive européenne, et du mont Abyle ("Mons Abyla"), aujourd'hui djebel Musa, sur la rive marocaine. Pour les Romains, elles symbolisaient la frontière entre le monde civilisé (Mare nostrum) et un au-delà océanique inconnu et dangereux.
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Leopold I of Belgium
Léopold Ier (roi des Belges)
Leopold I (; ; ; 16 December 1790 – 10 December 1865) was a German prince who became the first King of the Belgians following the country's independence in 1830. He reigned between July 1831 and December 1865.
, connu auparavant sous le nom de Léopold Georges Chrétien Frédéric de Saxe-Cobourg-Saalfeld, né à Cobourg (en Saxe-Cobourg-Saalfeld), le et mort le au château de Laeken (en Belgique), est un prince allemand de la maison de Saxe-Cobourg et Gotha devenu le premier roi des Belges en 1831 et le fondateur de la dynastie régnant sur la Belgique. Il est également l'ancêtre de l'actuel grand-duc de Luxembourg, du prétendant au trône d'Italie, ainsi que du prince Napoléon. Il règne sous le nom de Léopold, roi des Belges, prince de Saxe-Cobourg et Gotha, duc en Saxe.
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Nokia
Nokia
Nokia Corporation (natively Nokia Oyj, referred to as Nokia;,, ) is a Finnish multinational telecommunications, information technology, and consumer electronics company, founded in 1865. Nokia's headquarters are in Espoo, in the greater Helsinki metropolitan area. In 2018, Nokia employed approximately 103,000 people across over 100 countries, did business in more than 130 countries, and reported annual revenues of around €23 billion. Nokia is a public limited company listed on the Helsinki Stock Exchange and New York Stock Exchange. It is the world's 415th-largest company measured by 2016 revenues according to the "Fortune Global 500," having peaked at 85th place in 2009. It is a component of the Euro Stoxx 50 stock market index.
Nokia Corporation est une entreprise multinationale de télécommunications finlandaise fondé en 1865 par Fredrik Idestam et Leo Mechelin. Devenu le premier constructeur mondial de téléphones mobiles en 1998, il le reste jusqu'en 2011 avant de perdre l'année suivante son titre de numéro un mondial au profit de Samsung. Le, Nokia se sépare de sa division « terminaux mobiles », alors en déclin, qui est reprise par Microsoft et recentre son activité sur sa division « réseaux » Nokia Solutions and Networks. En, Microsoft choisit d'arrêter de commercialiser ses smartphones sous la marque Nokia. En 2016, l'entreprise, propriétaire de la marque Nokia, choisit de confier son usage pour les terminaux de téléphonie mobile, à la société finlandaise HMD Global Oy, fondée par d'anciens cadres de Nokia corporation et qui conçoit et commercialise désormais les téléphones mobiles et smartphones Nokia sous Android.
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April Fools' Day
Poisson d'avril
April Fools' Day or April Fool's Day (sometimes called All Fools' Day) is an annual custom on April 1 consisting of practical jokes and hoaxes. Jokesters often expose their actions by shouting "April Fool!" at the recipient. Mass media can be involved in these pranks, which may be revealed as such the following day. The day is not a public holiday in any country except Odessa in Ukraine, where the first of April is an official city holiday. The custom of setting aside a day for playing harmless pranks upon one's neighbor has been relatively common in the world historically.
Un poisson d’avril est une plaisanterie que l’on fait le à ses connaissances, à ses amis et sa famille. Il est aussi de coutume de faire des canulars dans les médias, aussi bien presse écrite, radio, télévision que sur Internet.
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Doom (1993 video game)
Doom (jeu vidéo, 1993)
Doom is a 1993 first-person shooter (FPS) game developed by id Software for MS-DOS. Players assume the role of a space marine, popularly known as Doomguy, fighting his way through hordes of invading demons from Hell. The first episode, comprising nine levels, was distributed freely as shareware and played by an estimated 15–20 million people within two years; the full game, with two further episodes, was sold via mail order. An updated version with an additional episode and more difficult levels, "Ultimate Doom", was released in 1995 and sold at retail.
Doom, ou DOOM, est un jeu vidéo de tir à la première personne (en anglais "First person shooter" ou FPS), développé et édité par id Software et publié le.
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