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104 Jurgis (George) Brakas |
[Addressing Glaucon, Socrates asks] [If] a man believes in the existence of |
beautiful things, but not of Beauty itself [ . . . ], is he not living in a dream? |
[ . . . ]. Contrast him with the man who holds that there is such a thing a Beauty |
itself and can discern that essence as well as the things that partake of its |
character, without ever confusing the one with the other β is he a dreamer or |
living in a waking state? He is very much awake. So we may say that he |
knows, while the other has only a belief in appearances; and might we call |
their states of mind knowledge and belief? Certainly. [ . . . ] When a man |
knows, must there not be something that he knows? [ . . . ] [T]here must. |
Something real or unreal? Something real. How could a thing that is unreal |
ever be known? [ . . . ]. So if the real is the object of knowledge, the object of |
belief must be something other than the real. Yes. Can it be the unreal? Or |
is that an impossible object even for belief? Consider: if a man has a belief, |
there must be something before his mind; he cannot be believing nothing, can |
he? No. [ . . . ]. So what he is believing cannot be real nor yet unreal. True. |
[ . . . ]. It seems, then, that what remains to be discovered is that object which |
can be said both to be and not to be and cannot properly be called either real |
or purely unreal. If that can be found, we may justly call it the object of belief |
[ . . . ]. (Plato Republic , 476C β 479A; Cornford β s trans.) |
Socrates then goes on to identify that object as the world in which we |
live, a world which he earlier implicitly referred to as a world of appearances. |
Although one of the basic operating premises here is not that all |
things in this world are in constant fl ux, but rather that they are neither |
fully real nor fully unreal, it is not a far stretch to argue that they are neither |
fully real nor fully unreal because they are in constant fl ux. If so, then the |
argument is fundamentally the same as the one given in the Cratylus ; if not, |
then it is another version of it. In the latter case, premise 4 would have |
to be modifi ed accordingly as well as the wording in all the lines relying |
on it. |
P1. Knowledge is possible. |
P2. Knowledge is knowledge of some object. That is, if a (putative) piece |
of knowledge does not have an object, then that (putative) piece of |
knowledge does not exist. |
P3. All knowledge (unlike opinion) is stable. That is, all pieces of knowledge |
are stable: they do not change, being one thing at one time, another at |
another. |
P4. If the object of knowledge could change (for example, if beauty, the |
object I know, could become something other than beauty), then the |
knowledge of that object would not be stable (my knowledge of beauty |
would not be stable). |
P5. All things in this world, as Heraclitus says, are in constant fl ux. That |
is, all things in this world are things that are always changing in every |
way, or, all things in this world are not things that are stable. |
The Existence of Forms 105 |
P6. Some objects of knowledge exist among things in this world (assumption |
for reductio ). |
C1. Some objects of knowledge change; they are not stable (syllogism, |
P5, P6). |
C2. Some pieces of knowledge are not stable ( modus ponens , P4, C1). |
C3. All knowledge (unlike opinion) is stable and some pieces of knowledge |
are not stable (conjunction, P3, C2). |
C4. No objects of knowledge exist among things in this world ( reductio , |
P6 β C3). |
P7. If objects of knowledge do not exist in this world and do not exist in |
another, then objects of knowledge do not exist. |
P8. Objects of knowledge do not exist in another world (assumption for |
indirect proof). |
C5. Objects of knowledge do not exist in this world, and objects of |
knowledge do not exist in another (conjunction, C4, P8). |
C6. Objects of knowledge do not exist ( modus ponens , P7, C5). |
C7. Knowledge is not possible ( modus ponens , P2, C6). |
C8. Knowledge is possible, and knowledge is not possible (conjunction, |
P1, C7). |
C9. Objects of knowledge β called β Forms β β do exist in another world |
( reductio , P6 β C8). |
27 |
Plato, Aristotle, and the Third Man |
Argument |
Jurgis (George) Brakas |
Aristotle . Peri Ideon ( On Ideas ) , in Aristotle Fragmenta Selecta , edited by |
William D. Ross . Oxford , 1963 : 84.21 β 85.6 . |
Fine , Gail . β Owen, Aristotle and the Third Man . β Phronesis 27 ( 1982 ): |
13 β 33 . |
Lewis , Frank A. β On Plato β s Third Man Argument and the β Platonism β of |
Aristotle , β in How Things Are , edited by J. Bogen and J. McQuire , |
133 β 74 . Dordrecht : Reidel , 1985 . |
Plato . Plato: Parmenides , translated by R. E. Allen. New Haven, CT : Yale |
University Press , 1998 . |
Strang , Colin . β Plato and the Third Man . β Proceedings of the Aristotelian |
Society , vol. 1 ( 1963 ): 147 β 64 . |
Many scholars believe that the Third Man Argument (the TMA) is one of |
the most powerful arguments against the existence of Plato β s Forms, many |
going so far as to maintain that it is successful. It exists in two versions. |
One, preserved to us only in a commentary on Aristotle β s Metaphysics by |
Alexander of Aphrodisias, uses the Form Man as an example; the other β |
offered fi rst, to his great credit, by Plato himself β uses the Form Large. The |
difference between the versions is signifi cant, because the fi rst uses Forms |
of entities or substances as examples whereas the second uses attributes or |
properties. |
Just the Arguments: 100 of the Most Important Arguments in Western Philosophy, |
First Edition. Edited by Michael Bruce and Steven Barbone. |
Β© 2011 Blackwell Publishing Ltd. Published 2011 by Blackwell Publishing Ltd. |
Plato, Aristotle, and the Third Man Argument 107 |
Both versions use just three major premises (in addition to fi ve that most |
people would fi nd uncontroversial) to generate a regress that is vicious. For |
any group of things to which the same β name β (word) may be truly applied, |
there exists a Form having the same β name β in virtue of which that β name β |
may be truly applied to them. (This may be called the β Existence |
Assumption β or β One - over - many Assumption. β ) This Form is not a member |
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