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The Logic Philosophy And History Of The Lambdacalculus Theory And Applications 1st Edition Levis Zerpa

  • SKU: BELL-230151874
The Logic Philosophy And History Of The Lambdacalculus Theory And Applications 1st Edition Levis Zerpa
$ 31.00 $ 45.00 (-31%)

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The Logic Philosophy And History Of The Lambdacalculus Theory And Applications 1st Edition Levis Zerpa instant download after payment.

Publisher: palgrave macmillan @Springer Nature
File Extension: PDF
File size: 3 MB
Pages: 252
Author: Levis Zerpa
ISBN: 9783031728518, 3031728513
Language: English
Year: 2025
Edition: 1

Product desciption

The Logic Philosophy And History Of The Lambdacalculus Theory And Applications 1st Edition Levis Zerpa by Levis Zerpa 9783031728518, 3031728513 instant download after payment.

This is the first book focused on the logico-philosophical aspects of the lambda-calculus since the inception of the field in 1932 in the pioneering work of Alonzo Church. The book starts a new field called “lambda-philosophy”: a branch of logic-based analytic philosophy in the tradition of Frege and Russell, directly constructed from the lambda-calculus. Another innovation of the book is a new graphical and intuitive logico-mathematical notation for the lambda-calculus called “the container notation”.
The book covers in detail some episodes of the history of the subject, including three comparative studies of the lambda-calculus with Viète's algebra, Descartes' analytic geometry, and Wittgenstein’s Tractatus. A didactic approach to the logico-mathematical aspects of the lambda-calculus, partially based on cognitive science, provides the technical basis for the analysis. In this way, the book provides a systematic and coherent treatment of diverse logico-philosophical aspects and applications of the lambda-calculus as part of the platform offered by lambda-philosophy.
The book includes the a detailed treatment of the ambiguities of the concept of function (under the traditional or Euler’s notation); an elucidation of the notion of transformative philosophical analysis; an account of Church’s methodology which shows that the lambda-calculus is an adequate solution to the problem of a philosophical analysis of functions as rules of computation; a didactic treatment of the formal aspects of the lambda-calculus through the container notation; and diverse arithmetical and logical examples of the container notation. The book questions a dogma of algorithmic thinking by arguing that the lambda-calculus is more intuitive and natural than Turing machines.
The Logic, Philosophy, and History of the Lambda-Calculus is essential reading for all scholars and researchers of the history of analytic philosophy and especially those focussing on logic-based analytic philosophy.

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