Origins of analytic philosophy : Kant and Frege

著者

    • Reed, Delbert

書誌事項

Origins of analytic philosophy : Kant and Frege

Delbert Reed

（Continuum studies in philosophy）

Continuum, c2007

タイトル別名

The origins of analytic philosophy : Kant and Frege

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注記

Includes bibliographical references (p. [195]-198) and index

内容説明・目次

内容説明

While the relationship between Kant and other major figures in early analytic philosophy, such as Russell, G. E. Moore, and Rudolf Carnap, has been the subject of full length studies, no such work yet exists on the relationship between Kant and Frege. The Origins of Analytic Philosophy Kant and Frege addresses this gap in our understanding of the origins of early analytic philosophy. Its concern is to chart the nature and significance of Frege's break with Kant over the question of whether arithmetic is a synthetic a priori or an analytic a priori science. In rejecting Kant's claim that arithmetic is an a priori synthetic science, Frege returns to a conception of the scope and power of pure reason that shows important similarities to the philosophical outlook of Kant's great predecessor and philosophical opponent Gottfried Leibniz.Delbert Reed shows how, in his attempts to establish the foundations of arithmetic on analytic principles, Frege developed many of the tools, concerns and problems that would dominate the development of analytic philosophy in the 20th century.

目次

  • Introduction
  • Part I: Logic Old and New
  • Chapter 1. Kant's Logic
  • Chapter 2. Frege's Logic
  • Part II: Kant on Concepts, Intuitions, and Arithmetic
  • Chapter 3. Kant on Concepts, Intuitions, and Arithmetic
  • Part III: Analyticity and Fruitful Definitions
  • Chapter 4. Analyticity and Fruitful Definitions
  • Part IV: From Substance to Object
  • Introduction
  • Chapter 5. Leibniz and Kant on Substance and Relations
  • Chapter 6. The Context Principle and Numbers as Logical Objects
  • Chapter 7. Two Views on Existence
  • Chapter 8. Leibniz, Kant, and Frege on the A Priori
  • Chapter 9. Frege on Logic and Objectivity.

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