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The unmoved mover is a philosophical concept described by Aristotle as the first
cause that set the universe into motion. As is implicit in the name, the "unmoved mover" is not
moved by any prior action. In his book Metaphysics, Aristotle describes
the unmoved mover as being perfectly beautiful, indivisible, and contemplating only the perfect contemplation: itself
contemplating.
Reasoning
Aristotle's argument for the existence of the unmoved mover is this: [citation needed]
- There exists movement in the world
- Things that move were set into motion by something else
- If everything that moves was caused to move by something else, there would be an infinite chain of causes. This can't
happen.
- Thus, there must have been something that caused the first movement.
- This first cause cannot itself have been moved, or the infinite chain would start over again.
- Thus, there must be an unmoved mover.
Substance and change
Aristotle begins by describing substance, of which he says there are three types: the sensible, which is subdivided into the
perishable, which belongs to physics, and the eternal, which belongs to “another science.” He notes that sensible substance is
changeable and that there are several types of change, including quality and quantity, generation and destruction, increase and
diminution, alteration, and motion. Change occurs when one given state becomes something contrary to it: that is to say, what
exists potentially comes to exist actually. Therefore, “a thing [can come to be], incidentally, out of that which is not, [and]
also all things come to be out of that which is, but is potentially, and is not actually.” That by which something is changed is
the mover, that which is changed is the matter, and that into which it is changed is the form.
Substance is necessarily composed of different elements. The proof for this is that there are things which are different from
each other and that all things are composed of elements. Since elements combine to form composite substances, and because these
substances differ from each other, there must be different elements: in other words, “b or a cannot be the same as ba.”
The number of movers
Near the end of Metaphysics, Book Λ, Aristotle introduces a surprising question, asking "whether we have to suppose one
such [mover] or more than one, and if the latter, how many."[1] Aristotle concludes that the number of all the movers equals the number of separate movements, and we
can determine these by considering the mathematical science most akin to philosophy, i.e., astronomy. Although the mathematicians
differ on the number of movements, Aristotle considers that the number of spheres
would be 47 or 55. Nonetheless, he concludes his Metaphysics, Book Λ, with a quotation from the Iliad: “The rule of many is not good; one ruler let there be.”[2][3]
Notes
- ^ Aristotle, Metaphysics, 1073a14-15.
- ^ Iliad, ii, 204; quoted in Aristotle, Metaphysics,
1076a5.
- ^ Harry A. Wolfson, "The Plurality of Immovable Movers in Aristotle and
Averroës," Harvard Studies in Classical Philology, 63 (1958): 233-253.
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