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Introduction to Mathematical Philosophy: Routledge Classics

Autor Bertrand Russell
en Limba Engleză Hardback – 15 sep 2022
"The philosophy of mathematics will naturally be expected to deal with questions at the frontier of knowledge, as to which comparative certainty is not yet attained. But separation of such questions is hardly likely to be fruitful unless the more scientific parts of mathematics are known. A book dealing with those parts may, therefore, claim to be an introduction to mathematical philosophy..." - Bertrand Russell, from the Preface
First published in 1919, Introduction to Mathematical Philosophy shows Russell drawing on his formidable knowledge of philosophy and mathematics to write a brilliant introduction to the subject. Russell explains that mathematics can be approached in two distinct directions: one that is driven by a mechanical kind of simplicity and builds towards complexity, from integers to fractions and real numbers to complex ones; and one that searches for abstractness and logical simplicity by asking what general principles underlie mathematics.
From here Russell introduces and explains, in his customary pellucid prose, the definition of numbers, finitude, correlation and relation, mathematical limits, infinity, propositional descriptions and classes. Russell concludes with a fascinating summary of the relationship between mathematics and logic, of which he states "logic is the youth of mathematics."
This Routledge Classics edition includes a new Foreword by Michael Potter.
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Specificații

ISBN-13: 9781032312675
ISBN-10: 103231267X
Pagini: 226
Dimensiuni: 138 x 216 x 16 mm
Greutate: 0.58 kg
Ediția:1
Editura: Taylor & Francis
Colecția Routledge
Seria Routledge Classics

Locul publicării:Oxford, United Kingdom

Public țintă

General, Postgraduate, and Undergraduate Core

Cuprins

Foreword to the Routledge Classics Edition Michael Potter  Preface  1. The Series of Natural Numbers  2. Definition of Number  3. Finitude and Mathematical Induction  4. The Definition of Order  5. Kinds of Relations  6. Similarity of Relations  7. Rational, Real, and Complex Numbers  8. Infinite Cardinal Numbers  9. Infinite Series and Ordinals  10. Limits and Continuity  11. Limits and Continuity of Functions  12. Selections and the Multiplicative Axiom  13. The Axiom of Infinity and Logical Types  14. Incompatibility and the Theory of Deduction  15. Propositional Functions  16. Descriptions  17. Classes  18. Mathematics and Logic.  Index

Notă biografică

Bertrand Russell (1872-1970). A celebrated mathematician and logician, Russell was and remains one of the most genuinely widely read and popular philosophers of modern times.

Descriere

First published in 1919, Introduction to Mathematical Philosophy shows Russell drawing on his formidable knowledge of philosophy and mathematics to write a brilliant introduction to the subject. This Routledge Classics edition includes a new Foreword by Michael Potter.