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Karl Marx and mathematics / edited by Pradip Baksi.

Taylor & Francis eBooks Complete Available online

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Format:
Book
Contributor:
Baksī, Pradīpa.
Taylor & Francis eBooks.
Language:
English
Subjects (All):
Marx, Karl, 1818-1883. Matematicheskie rukopisi.
Marx, Karl.
Differential calculus.
Physical Description:
1 online resource
Place of Publication:
[Place of publication not identified] : Routledge, 2020.
System Details:
text file
Contents:
Cover
Half Title
Title Page
Copyright Page
Sign and Abbreviations
Contents
Introduction, 2019
Acknowledgements
Introduction, 1994
Part One: History
Excerpts from Letters
Marx to Engels: 11 January 1858
6 July 1863
Engels to F.A. Lange: 29 March 1865
Marx to Engels: 31 May 1873
Engels to Marx: 18 August 1881
21 November 1882
Marx to Engels: 22 November 1882
Excerpts from Reminiscences
Engels': Speech at Marx's funeral, 17 March 1883
Preface to the second edition of Anti-Dühring, 23 September 1885
Paul Lafargue: 1890
A note on the history of collecting, deciphering, editing and publication of Marx's mathematical manuscripts, 1994
Notes to references in the preceding pages
Bibliography
Different editions of Karl Marx's mathematical manuscripts
Books and articles on Karl Marx's mathematical manuscripts
Additions to the Bibliography
Emil Julius Gumbel (1891-1966): The first editor of the mathematical manuscripts of Karl Marx
Part Two: Investigations
The Concept of Differential according to Marx and Hadamard
Marx's ""Mathematical Manuscripts"" and development of history of mathematics in the USSR
On the logical apparatus working in Karl Marx's Capital and Mathematical Manuscripts
On the problem of situating Marx's mathematical manuscripts in the history of ideas
The differential calculus, mathematicians and economists in the nineteenth century: K. Marx and H. Laurent, readers of J.L. Boucharlat
Part Three: Plural Mathematics
Mathematics and its history in retrospective
Nonstandard analysis and the history of classical analysis
The new structural approach in mathematics and some of its methodological problems
Reflections on seven themes of philosophy of mathematics
Emergence and development of the concept of constructivisability in mathematics
Appendices: Two Bibliographies
Appendix I. A bibliography on Hegel and mathematics
Appendix II. A bibliography on mathematics and semiotics
Subject Index
Name Index
Notes:
Electronic reproduction. London Available via World Wide Web.
Other Format:
Print version:
ISBN:
9781003122012
1003122019
9781000263480
1000263487
Publisher Number:
40030264939
Access Restriction:
Restricted for use by site license.

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