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Philosophy of physics space and time (princeton foundations of contemporary philosophy)

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Tiêu đề Space and Time
Tác giả Tim Maudlin
Người hướng dẫn Scott Soames, Series Editor
Trường học Princeton University
Chuyên ngành Philosophy
Thể loại Book
Năm xuất bản 2012
Thành phố Princeton, New Jersey
Định dạng
Số trang 7
Dung lượng 385,46 KB

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Philosophy of Physics PRINCETON FOUNDATIONS OF CONTEMPORARY PHILOSOPHY Scott Soames, Series Editor Philosophical Logic by JOHN P BURGESS Philosophy of Language by SCOTT SO AMES Philosophy of Law by AN[.]

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Philosophy of Physics

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PRINCETON FOUNDATIONS OF CONTEMPORARY PHILOSOPHY Scott Soames, Series Editor

Philosophical Logic by JOHN P BURGESS

Philosophy of Language by SCOTT SO AMES

Philosophy of Law by ANDREI MARMOR

Truth by ALEXIS G BURGESS & JOHN P BURGESS

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PHILOSOPHY

OF PHYSICS Space and Time Tim Maudlin

PRINCETON UNIVERSITY PRESS PRINCETON AND OXFORD

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Copyright © 2012 by Princeton University Press

Published by Princeton University Press,

41 William Street, Princeton, New Jersey 08540

In the United Kingdom: Princeton University Press,

6 Oxford Street, Woodstock, Oxfordshire OX20 1TW

press.princeton.edu

All Rights Reserved

Library of Congress Cataloging-in-Publication Data

Maudlin, Tim

Philosophy of physics : space and time/ Tim Maudlin

p em.- (Princeton foundations of contemporary philosophy) Includes bibliographical references and index

ISBN 978-0-691-14309-5 (alk paper)

1 Space and time I Title

BD632.M38 2012

530.11-dc23 2012005618

British Library Cataloging-in-Publication Data is available

This book has been composed in Minion Pro & Archer

Printed on acid-free paper oo

Printed in the United States of America

10 9 8 7 6 5 4 3 2 1

Trang 6

182

Index

First Law of Motion, Newton's, 4,

10- 1 2, 1 7- 1 9, 3 1 , 54, 59, 75, 124

Fizeau, Hippolyte, 1 2 1

Galilean Relativity, 47, 5 1 , 53, 1 15

Galilean space-time, 60-68, 75, 80-89,

1 26

Galileo, ix, 17-19, 49-53, 1 14, 1 23,

1 3 1 -38, 1 47

gauge freedom, 29

General Relativity, 26, 39, 75, 83, 93,

1 26-28, 1 3 1 , 1 34-52, 1 67

Geroch, Robert, 1 4 1 , 1 52

globally hyperbolic space-time,

defini-tion of, 160

Goldstein, Herbert, 30-3 1 , 64

grandfather paradox, 1 62

gravitational lensing, 1 45

gravitational waves, I 39

Hoefer, Carl, ! 5 1

hole argument, 1 47-5 1

homogeneous space, 35, 1 29, 1 47

Hoyle, Fred, 1 66

Huggett, Nick, 1 33, 153

indeterminism, 39, 1 50

inertial frame of reference, 3 1 , 53, 67

inertial mass, 59, 60, 1 32

inertial motion, 1 8, 53, 59, 62, 1 03,

1 10- 1 7, 123, 1 34, 1 58, 1 75

inertial structure, 62, 1 26

inertial trajectories, 62, 65, 80, 83, 88,

1 1 2, 1 14, 1 4 1 , 1 44

isometry, 8, 34, 4 1

isotropic space, 35, 39, 72, 1 29, 1 47

kinematic shift, 1 46

Kripke, Saul, 1 50

Law of Light, 73, 83, 88, 95, 1 06, 1 22,

1 24

Leibniz, Gottfried, 34-53, 66, 80,

146-49

light clock, 1 09

light-cone, definition of, 68 light-like separated, definition of, 74 linear acceleration, I 0

locally parallel, definition of, 1 29 Lorentz Boost, 1 14

Lorentz coordinates, 69-73, 78, 87, 93-97, 1 00-1 06, 1 14, 1 1 8, 1 2 1 ,

1 28, 1 40, 1 7 1 Lorentz transformations, 67, 72, 87,

123, 1 7 1

Mach, Ernst, 45, 66, 1 26 Maxwell, James Clerk, 1 24-27 metric function, 28

metrical structure, 7, 1 1 , 28-34,

54-56, 70, 1 37, 1 47 Michelson and Morely, 1 22 Minkowski metric, 7 1 Minkowski space-time, 69-96, 1 06,

1 1 7-40, 1 57, 162, 1 7 1

Misner, Charles, 1 08, 1 52 Mobius strip, 1 56 natural motion, 2 Newton, Isaac, 4-66, 75, 80, 83, 94, 96,

1 23, 1 2� 1 3 1 -3� 1 4� 1 53, 160 Newton's Laws of Motion, 1 2-24 non-orientable space-time, 168 Norton, John, 1 27, 1 47, ! 5 1 orthogonal coordinate system, 32 passive boost, 1 14

passive gravitational mass, 1 32-34 physical Lorentz-FitzGerald

contrac-tion, 99, 103, 112-2 1 PI! See Principle of Identity of Indiscernibles

Poincare transformations, 72 Principle of Identity of Indiscernibles, 40-52, 1 46

Principle of Sufficient Reason, 36-49,

1 46

PSR See Principle of Sufficient Reason Pythagorean formula, 29, 1 72

Trang 7

quantum theory, 1 40, 1 46

rectilinear coordinate system, 32

Relativistic Interval, 70

Relativistic Law of Inertia, 75, 83-95,

1 06, 124

relativistic time dilation, 83

relativity of simultaneity, 92

Ricci tensor, 139

Riemann, Bernhard, 1 3 1 , 1 39

rigid body, 1 1 6- 1 9, 1 23

Rindler, Wolfgang, 80-83, 99, 1 1 2

rotating globes experiment, 44, 57,

80, 1 26

rubber sheet geometry See topology

scalar curvature, 1 39

Scholium on Space and Time, 13,

1 5, 22

Second Law of Motion, Newton's,

1 5-20, 30, 59, 80, 83

simultaneity slice, 61, 65, 84-89, 128

singularity, 1 42-46

Sklar, Lawrence, 23, 24

space-like separated, definition of, 74

space-time diagram, 56-63, 72-77,

80, 89, 97, 100- 1 05, 1 1 2, 1 32, 1 4 1 ,

1 7 1 , 1 75

Index static shift, 1 46

steady state theory of the universe,

166

straightedge, 5, 7, 84, 1 74 stress-energy tensor, 1 39, 1 45, 1 6 1 Strong Equivalence Principle, 1 27,

135

temporally orientable space-time,

1 56-58 Theory of Relativity, 23, 5 1 , 66, 7 1 ,

1 25 Thorne, Kip, 1 08, 152, 164 tidal effects, 1 35, 1 39

tidal forces, 144-46 time-like separated, defintion of, 74 topological transformation, 7, 1 47 topology, 6-12, 27-29, 34, 62, 69, 72, 154- 1

Triangle Inequality, 29, 79 Twins Paradox, 77, 83, 93, 1 38, 145,

1 58 Weak Energy Condition, 161 Weak Equivalence Principle, 1 27-36 Wheeler, john, 1 08, 1 52

world-line, definition of, 56

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