Leibniz: Dissertation on Combinatorial Art

Released on by Massimo Mugnai
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  • Leibniz: Dissertation on Combinatorial Art Book Detail

  • Author : Massimo Mugnai
  • Release Date : 2020-05-28
  • Publisher : Oxford University Press
  • Genre : Philosophy
  • Pages : 240
  • ISBN 13 : 0192575104
  • File Size : 11,11 MB
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Leibniz: Dissertation on Combinatorial Art by Massimo Mugnai PDF Summary

Book Description: Leibniz published the Dissertation on Combinatorial Art in 1666. This book contains the seeds of Leibniz's mature thought, as well as many of the mathematical ideas that he would go on to further develop after the invention of the calculus. It is in the Dissertation, for instance, that we find the project for the construction of a logical calculus clearly expressed for the first time. The idea of encoding terms and propositions by means of numbers, later developed by Kurt Gödel, also appears in this work. In this text, furthermore, Leibniz conceives the possibility of constituting a universal language or universal characteristic, a project that he would pursue for the rest of his life. Mugnai, van Ruler, and Wilson present the first full English translation of the Dissertation, complete with a critical introduction and a comprehensive commentary.

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Leibniz: Dissertation on Combinatorial Art

Leibniz: Dissertation on Combinatorial Art

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Leibniz published the Dissertation on Combinatorial Art in 1666. This book contains the seeds of Leibniz's mature thought, as well as many of the mathematical i

Leibniz: Dissertation on Combinatorial Art

Leibniz: Dissertation on Combinatorial Art

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Leibniz published the Dissertation on Combinatorial Art in 1666. This book contains the seeds of Leibniz's mature thought, as well as many of the mathematical i

Leibniz

Leibniz

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This is a full English translation, with a critical introduction and a comprehensive commentary, of the 'Dissertation on Combinatorial Art' (1666), in which Lei

Leibniz, Logical Papers

Leibniz, Logical Papers

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Translations of some of Leibniz's most important logical works. A long introduction provides explanatory comment and gives an estimate of Leibniz as a logician.