Plato
428–348 BC · Ancient Greek
If the One simply is, it cannot be many; yet whatever is at all is already both one and many.
Plato inherits the Eleatic riddle: Parmenides had declared that Being is one, indivisible, and unchanging, and that the many things of experience are mere illusion. In the dialogue that bears Parmenides' name, Plato stages the old master in dialectical self-interrogation. If the One is strictly one, can it even be? To be is already to partake of being, and thus to be two: one and being. The exercise runs the hypothesis in eight directions and leaves every simple answer in ruins. Unity, if it is anything at all, must somehow contain multiplicity; and multiplicity, if it is anything at all, must somehow be unified.
The and convert this aporia into a method. In the , Plato weaves the great kinds (Being, Sameness, Difference, Motion, Rest) so that each form is one in itself and yet communes with others. In the , he names the procedure divine: every thing that is, is a mixture of limit and the unlimited, and the philosopher's task is to count the definite many that lie between the bare one and the indefinite many. Dialectic, for Plato, is the art of moving rightly between unity and plurality.
The stakes reach to the theory of Forms itself. A Form must be one (Justice itself, Beauty itself) yet it is participated in by many particulars, and the realm of Forms is itself a structured plurality. The presses this hard: how can one Form be wholly present in many things without ceasing to be one? Plato never offers a tidy answer, but he fixes the question at the center of metaphysics.
"If one is, can it be, and yet not partake of being?"
"Whatever things are said ever to be consist of a one and a many, and have in their nature a conjunction of limit and the unlimited."
Plato leaves the tradition a problem he cannot solve: if the Form of Justice is one and wholly itself, how can it be present in many just acts without being divided? Aristotle will argue that Plato created the difficulty by separating Forms from particulars; Plotinus will argue it is solved only by positing a One that is prior even to being.
Key work: Parmenides