The Metaphysics of Identity
The philosophical problem of identity and the related problem of change go back to the ancient Greek philosophers and fascinated later figures, including Leibniz, Locke, and Hume. Heraclitus argued that one could not swim in the same river twice because new waters were ever flowing in. When is a river not the same river? If one removes one plank at a time when is a ship no longer a ship? What is the basic nature of identity and persistence?
In this book, Andr Gallois introduces and assesses the philosophical puzzles posed by things persisting through time. Beginning with essential historical background to the problem he explores the following key topics and debates:
- mereology and identity, including arguments from Leibnizs Law
- the constitution view of identity
- the relative identity argument concerning identity
- temporary identity
- four-dimensionalism, counterpart and multiple counterpart theory
- supervenience
- the problem of temporary intrinsics
- the necessity of identity
- indeterminate identity
- presentism
- criteria of identity
- conventionalism about identity.
Including chapter summaries, annotated further reading and a glossary, this book is essential reading for anyone seeking a clear and informative introduction to and assessment of the metaphysics of identity.
Andr Gallois is Professor of Philosophy at Syracuse University, USA. His previous publications on issues about identity and persistence include his book Occasions of Identity (OUP, 1998).
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Also available:
Consequentialism, Julia Driver
Images, John V. Kulvicki
Attention, Wayne Wu
Egalitarianism, Iwao Hirose
Cognitive Phenomenology, Elijah Chudnoff
Disjunctivism, Matthew Soteriou
The Metaphysics of Identity
Andr Gallois
First published 2017
by Routledge
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2017 Andr Gallois
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British Library Cataloguing in Publication Data
A catalogue record for this book is available from the British Library
Library of Congress Cataloging-in-Publication Data
Names: Gallois, Andre, author.
Title: The metaphysics of identity / by Andre Gallois.
Description: 1 [edition]. | New York : Routledge, 2016. | Series: New problems of philosophy | Includes bibliographical references and index.
Identifiers: LCCN 2015050376 | ISBN 9780415843423 (hardback : alk. paper) | ISBN 9780415843430 (pbk. : alk. paper) | ISBN 9780203756218 (e-book)
Subjects: LCSH: Identity (Philosophical concept) | Change. | Persistence.
Classification: LCC BD236 .G348 2016 | DDC 111/.82dc23
LC record available at http://lccn.loc.gov/2015050376
ISBN: 978-0-415-84342-3 (hbk)
ISBN: 978-0-415-84343-0 (pbk)
ISBN: 978-0-203-75621-8 (ebk)
Typeset in Joanna and Scala Sans
by Apex CoVantage, LLC
Contents
As we are often reminded by the media, we live in an ever changing world. What the media has in mind by change is an infinitesimal part of the changes constantly taking place in and around us. As I write this the snow melts from my roof, the heating system activates in my house, cars drive past, the screen on the word processor displays new letters, my body undergoes innumerable changes, and each of the atoms it contains itself undergo innumerable changes. What then is change? From a philosophical point of view a relatively non-committal answer is this. For something to change is for it to acquire, or lose, a characteristic or property other than existence. That is, a change takes place when a persisting thing has a property at some time which it lacks at another. So understood, change has been viewed by a number of philosophers as highly problematic.
Why highly problematic? There are two answers to this question: one that applies to any example of change, and the other to a restricted, but nonetheless pervasive, type of change. The first answer is that if we take change to require a persisting thing having a property at one time which it lacks at another, then such change will require something to have incompatible properties. Suppose a circular coin is heated so that it becomes elliptical. On the view of change we are considering, that means the same thing, the coin, is both circular at one time and elliptical at another. So, when it undergoes such change, the coin is both circular and elliptical. But nothing can be both circular and elliptical.
The second answer to the question as to what makes change problematic is restricted to changes in composite things: that is, things with parts. The problem arises if things can change their parts. Here is just one problem, which we will investigate later, posed by the possibility of something changing its parts. Typically, if the parts of something, say the bricks that make up a brick wall, can be replaced, then all of its parts can be replaced. Suppose the bricks in the wall are replaced one by one with a lengthy period between each replacement. Eventually we will have the same number of entirely new bricks organized in just the way the replaced ones were in the original wall. The question is this: after all the original bricks have been replaced do the new bricks make up the original wall? Do we still have the original wall even though it is made up of entirely different bricks? It seems we run into trouble whichever way we answer this question.