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portada The Logic, Philosophy, and History of the Lambda-Calculus. Theory and Applications
Formato
Libro Físico
Colección
History of Analytic Philosophy
Año
2025
N° páginas
255
Encuadernación
Tapa Dura
Dimensiones
8.27x5.83 in
ISBN13
9783031728501

The Logic, Philosophy, and History of the Lambda-Calculus. Theory and Applications

Levis Zerpa (Autor) · Palgrave Macmillan · Tapa Dura

The Logic, Philosophy, and History of the Lambda-Calculus. Theory and Applications - Levis Zerpa

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Reseña del libro "The Logic, Philosophy, and History of the Lambda-Calculus. Theory and Applications"

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 following: 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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