소장자료
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001 | 0093766596▲ | ||
005 | 20180520080635▲ | ||
008 | 130520s2013 enkab b 001 0 eng c▲ | ||
010 | ▼a2013940782▲ | ||
015 | ▼aGBB328687▼2bnb▲ | ||
020 | ▼a9780199281749 (cloth)▲ | ||
020 | ▼a0199281742 (cloth)▲ | ||
020 | ▼a9780198777304 (pbk.)▲ | ||
020 | ▼a0198777302 (pbk.)▲ | ||
040 | ▼aUKMGB▼beng▼cUKMGB▼dOCLCO▼dBTCTA▼dYDXCP▼dOUN▼dMTG▼dIPL▼dMUU▼dOCLCF▼dDLC▼d221016▲ | ||
041 | 1 | ▼aeng▼hger▲ | |
042 | ▼alccopycat▲ | ||
050 | 0 | 0 | ▼aQA9▼b.F7213 2013▲ |
082 | 0 | 4 | ▼a513▼223▲ |
090 | ▼a513▼bF858g영▲ | ||
100 | 1 | ▼aFrege, Gottlob,▼d1848-1925.▲ | |
240 | 1 | 0 | ▼aGrundgesetze der arithmetik.▼lEnglish▲ |
245 | 1 | 0 | ▼aBasic laws of arithmetic, derived using concept-script :▼bvolumes I & II /▼cby Gottlob Frege ; translated and edited by Philip A. Ebert & Marcus Rossberg ; with Crispin Wright ; and the advice of Michael Beaney ... [et al.] ; appendix by Roy T. Cook▲ |
250 | ▼a1st ed.▲ | ||
260 | ▼aOxford, U.K. :▼bOxford University Press,▼cc2013.▲ | ||
300 | ▼a2 v. in 1 :▼bill. ;▼c26 cm.▲ | ||
504 | ▼aIncludes bibliographical references and indexes.▲ | ||
505 | 0 | ▼aForeword / Crispin Wright -- Translator's introduction / Philip A. Ebert and Marcus Rossberg -- Basic laws of arithmetic / Gottlob Frege -- First volume: Foreword, Table of contents, Introduction, Part I: Exposition of the concept-script, Part II: Proofs of the basic laws of cardinal number, Appendices -- Second volume: Table of contents, Part II: Proofs of the basic laws of cardinal number (continued), Part III: The real numbers, Appendices, Afterword -- Translator's notes -- Corrections -- Bibliography -- Appendix: How to read Grundgesetze / Roy T. Cook.▲ | |
520 | ▼aThe first complete English translation of a groundbreaking work. An ambitious account of the relation of mathematics to logic. Includes a foreword by Crispin Wright, translators' Introduction, and an appendix on Frege's logic by Roy T. Cook. The German philosopher and mathematician Gottlob Frege (1848-1925) was the father of analytic philosophy and to all intents and purposes the inventor of modern logic. Basic Laws of Arithmetic, originally published in German in two volumes (1893, 1903), is Freges magnum opus. It was to be the pinnacle of Freges lifes work. It represents the final stage of his logicist project the idea that arithmetic and analysis are reducible to logic and contains his mature philosophy of mathematics and logic. The aim of Basic Laws of Arithmetic is to demonstrate the logical nature of mathematical theorems by providing gapless proofs in Frege's formal system using only basic laws of logic, logical inference, and explicit definitions. The work contains a philosophical foreword, an introduction to Frege's logic, a derivation of arithmetic from this logic, a critique of contemporary approaches to the real numbers, and the beginnings of a logicist treatment of real analysis. As is well-known, a letter received from Bertrand Russell shortly before the publication of the second volume made Frege realise that his basic law V, governing the identity of value-ranges, leads into inconsistency. Frege discusses a revision to basic law V written in response to Russells letter in an afterword to volume II. The continuing importance of Basic Laws of Arithmetic lies not only in its bearing on issues in the foundations of mathematics and logic but in its model of philosophical inquiry. Frege's ability to locate the essential questions, his integration of logical and philosophical analysis, and his rigorous approach to criticism and argument in general are vividly in evidence in this, his most ambitious work. Philip Ebert and Marcus Rossberg present the first full English translation of both volumes of Freges major work preserving the original formalism and pagination. The edition contains a foreword by Crispin Wright and an extensive appendix providing an introduction to Frege's formal system by Roy T. Cook. Readership: Scholars and advanced students in philosophy of logic, philosophy of mathematics, and early analytic philosophy --Source other than Library of Congress.▲ | ||
546 | ▼aTranslated from the German.▲ | ||
650 | 0 | ▼aArithmetic▼xFoundations.▲ | |
650 | 0 | ▼aLogic, Symbolic and mathematical.▲ | |
650 | 0 | ▼aMathematics.▲ | |
700 | 1 | ▼aEbert, Philip A.▲ | |
700 | 1 | ▼aRossberg, Marcus.▲ | |
700 | 1 | ▼aWright, Crispin,▼d1942-▲ | |
999 | ▼a김진영▼c김미선▲ |
Basic laws of arithmetic, derived using concept-script :volumes I & II
자료유형
국외단행본
서명/책임사항
Basic laws of arithmetic, derived using concept-script : volumes I & II / by Gottlob Frege ; translated and edited by Philip A. Ebert & Marcus Rossberg ; with Crispin Wright ; and the advice of Michael Beaney ... [et al.] ; appendix by Roy T. Cook
통일표제
Grundgesetze der arithmetik. English
판사항
1st ed.
발행사항
Oxford, U.K. : Oxford University Press , c2013.
형태사항
2 v. in 1 : ill. ; 26 cm.
서지주기
Includes bibliographical references and indexes.
내용주기
Foreword / Crispin Wright -- Translator's introduction / Philip A. Ebert and Marcus Rossberg -- Basic laws of arithmetic / Gottlob Frege -- First volume: Foreword, Table of contents, Introduction, Part I: Exposition of the concept-script, Part II: Proofs of the basic laws of cardinal number, Appendices -- Second volume: Table of contents, Part II: Proofs of the basic laws of cardinal number (continued), Part III: The real numbers, Appendices, Afterword -- Translator's notes -- Corrections -- Bibliography -- Appendix: How to read Grundgesetze / Roy T. Cook.
요약주기
The first complete English translation of a groundbreaking work. An ambitious account of the relation of mathematics to logic. Includes a foreword by Crispin Wright, translators' Introduction, and an appendix on Frege's logic by Roy T. Cook. The German philosopher and mathematician Gottlob Frege (1848-1925) was the father of analytic philosophy and to all intents and purposes the inventor of modern logic. Basic Laws of Arithmetic, originally published in German in two volumes (1893, 1903), is Freges magnum opus. It was to be the pinnacle of Freges lifes work. It represents the final stage of his logicist project the idea that arithmetic and analysis are reducible to logic and contains his mature philosophy of mathematics and logic. The aim of Basic Laws of Arithmetic is to demonstrate the logical nature of mathematical theorems by providing gapless proofs in Frege's formal system using only basic laws of logic, logical inference, and explicit definitions. The work contains a philosophical foreword, an introduction to Frege's logic, a derivation of arithmetic from this logic, a critique of contemporary approaches to the real numbers, and the beginnings of a logicist treatment of real analysis. As is well-known, a letter received from Bertrand Russell shortly before the publication of the second volume made Frege realise that his basic law V, governing the identity of value-ranges, leads into inconsistency. Frege discusses a revision to basic law V written in response to Russells letter in an afterword to volume II. The continuing importance of Basic Laws of Arithmetic lies not only in its bearing on issues in the foundations of mathematics and logic but in its model of philosophical inquiry. Frege's ability to locate the essential questions, his integration of logical and philosophical analysis, and his rigorous approach to criticism and argument in general are vividly in evidence in this, his most ambitious work. Philip Ebert and Marcus Rossberg present the first full English translation of both volumes of Freges major work preserving the original formalism and pagination. The edition contains a foreword by Crispin Wright and an extensive appendix providing an introduction to Frege's formal system by Roy T. Cook. Readership: Scholars and advanced students in philosophy of logic, philosophy of mathematics, and early analytic philosophy --Source other than Library of Congress.
언어주기
Translated from the German.
ISBN
9780199281749 (cloth) 0199281742 (cloth) 9780198777304 (pbk.) 0198777302 (pbk.)
청구기호
513 F858g영
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