Ridling, Philosophy Then and Now: A Look Back at 26 Centuries of Thought
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The most significant system of Atomism in ancient philosophy was that
of Democritus (5th century BCE). Democritus agreed with Parmenides on the
impossibility of qualitative change but did not agree with him on that of
quantitative change. This type of change, he maintained, is subject to
mathematical reasoning and therefore possible. By the same token,
Democritus also denied the qualitative multiplicity of visible forms but
accepted a multiplicity based on purely quantitative differences. In order to
reduce the observable qualitative differences to quantitative differences,
Democritus postulated the existence of invisible atoms, characterized only by
quantitative properties: size, shape, and motion. Observed qualitative changes
are based upon changes in the combination of the atoms, which themselves
remain intrinsically unchanged. Thus Democritus arrived at a position that
was defined above as Atomism in the strict sense. In order to make the motion
of atoms possible, this Atomism had to accept the existence of the void
(empty space) as a real entity in which the atoms could move and rearrange
themselves. By accepting the void and by admitting a plurality of beings, even
an infinite number of them, Democritus seemed to abandon – even more than
Empedocles did – the unity of being. Nevertheless, there are sound reasons to
maintain that, in spite of this doctrine of the void, Democritus’ theory
remained close to Parmenides’ thesis of the unity of being. For Democritus’
atoms were conceived in such a way that almost no differences can be
assigned to them. First of all, there are no qualitative differences; the atoms
differ only in shape and size. Secondly, the latter difference is characterized
by continuity; there are no privileged shapes and no privileged sizes. All
shapes and sizes exist, but they could be placed in a row in such a manner that
there would be no observable difference between successive shapes and sizes.
Thus not even the differences in shape and size seem to offer any ground
explaining why atoms should be different. By accepting an infinite number of