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COPR BookmarkLink
190152

Springer, Dordrecht

1990

365 Pages

ISBN 978-94-010-7348-6

Physicalism in mathematics

Edited by

A D Irvine

Publication details

Full citation:

Irvine, A.D. (ed) (1990). Physicalism in mathematics, Springer, Dordrecht.

Table of Contents

Epistemology & nominalism

Burgess John P.

1-15

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What is abstraction & what is it good for?

Simons Peter

17-40

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Beliefs about mathematical objects

Resnik Michael D.

41-71

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Field & Fregean Platonism

Wright Crispin

73-93

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Π in the sky

Brown James Robert

95-120

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Nominalism

Hale Bob

121-144

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The logic of physical theory

Urquhart Alasdair

145-154

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Knowledge of mathematical objects

Papineau David

155-182

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Physicalism, reductionism & Hilbert

Hallett Michael

183-257

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Physicalistic Platonism

Maddy Penelope

259-289

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Sets are universals

Bigelow John

291-305

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Modal-structural mathematics

Hellman Geoffrey

307-330

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Logical & philosophical foundations for arithmetical logic

Gauthier Yvon

331-342

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Criticisms of the usual rationale for validity in mathematics

Davis Chandler

343-356

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