The Metaphysics (Penguin Classics)

Aristotle's Metaphysics

by Aristotle

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Summary

Books Alpha to Epsilon

Book Alpha Outlines "first philosophy", which is a knowledge of the first principles or causes of things. The wise are able to teach because they know the why of things, unlike those who only know that things are a certain way based on their memory and sensations. Because of their knowledge of first causes and principles they are better fitted to command, rather than to obey. Book Alpha also surveys previous philosophies from Thales to Plato, especially their treatment of causes.

"Little alpha": The purpose of this chapter is to address a possible objection to Aristotle’s account of how we understand first principles and thus acquire wisdom. Aristotle replies that the idea of an infinite causal series is absurd, and thus there must be a first cause which is not itself caused. This idea is developed later in book Lambda, where he develops an argument for the existence of God.

Beta: A listing of metaphysical puzzles.

Gamma: Chapters 2 and 3 argue for its status as a subject in its own right. The rest is a defense of (a) what we now call the principle of contradiction, the principle that it is not possible for the same proposition to be (the case) and not to be (the case), and (b) what we now call the principle of excluded middle: tertium non datur - there cannot be an intermediary between contradictory statements.

Delta ("philosophical lexicon"): This is a list of definitions of about fifty key terms such as cause, nature, one, and many.

Epsilon: This consists of further preliminary distinctions that are necessary before Aristotle can treat of substance itself. Metaphysics in its most sublime aspect is equivalent to Theology, because the highest substance (i.e. God) is the principle of all Being, and thus the proper object of Metaphysics.

The Middle Books (Zeta, Eta, Theta)

The Middle Books are generally considered the core of the Metaphysics.

Book Zeta begins with the remark that ‘Being’ has many senses. The purpose of philosophy is to understand being. The primary kind of being is what Aristotle calls substance. What substances are there, and are there any substances besides perceptible ones? Aristotle considers four candidates for substance: (i) the ‘essence’ or ‘what it was to be a thing’ (ii) the Platonic universal, (iii) the genus to which a substance belongs and (iv) the substratum or ‘matter’ which underlies all the properties of a thing. He dismisses the idea that matter can be substance, for if we eliminate everything that is a property from what can have the property, we are left with something that has no properties at all. Such 'ultimate matter' cannot be substance. Separability and 'this-ness' are fundamental to our concept of substance.

Chapters 4-12 are devoted to Aristotle’s own theory that essence is the criterion of substantiality. The essence of something is what is included in a secundum se ('according to itself') account of a thing, i.e. which tells what a thing is by its very nature. You are not musical by your very nature. But you are a human by your very nature. Your essence is what is mentioned in the definition of you.

Chapters 13-15 consider, and dismiss, the idea that substance is the universal or the genus, and are mostly an attack on the Platonic theory of Ideas. Aristotle argues that if genus and species are individual things, then different species of the same genus contain the genus as individual thing, which leads to absurdities. Moreover, individuals are incapable of definition.

Chapter 17 takes an entirely fresh direction, which turns on the idea that substance is really a cause.

Iota, Kappa, Lambda, Mu and Nu

Iota: Discussion of unity, one and many, sameness and difference.

Kappa: Briefer versions of other chapters and of parts of the Physics.

Lambda: Further remarks on beings in general, first principles, and God or gods. This book includes Aristotle's famous description of the unmoved mover, "the most divine of things observed by us", as "the thinking of thinking".

Mu and Nu: Philosophy of mathematics, in particular how numbers exist.

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