FREGE BEGRIFF UND GEGENSTAND PDF

This Bibliography was compiled and cross-checked with the help of Bynum [] , Beaney [] , Hermes [] , and Angelelli []. Sources were checked, errors were eliminated, and page numbers were added whenever possible. Please notify the author if you find any remaining errors. These may be found in Gabriel et al. Neuenhahn, ; reprinted in Angelelli [] pp.

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This Bibliography was compiled and cross-checked with the help of Bynum [] , Beaney [] , Hermes [] , and Angelelli []. Sources were checked, errors were eliminated, and page numbers were added whenever possible. Please notify the author if you find any remaining errors.

These may be found in Gabriel et al. Neuenhahn, ; reprinted in Angelelli [] pp. Gall and E. Gabriel suggests the date of Koebner, ; reprinted Breslau: M. Marcus, ; reprinted Darmstadt: Wissenschaftliche Buchgesellschaft and Hildesheim: Olms, ; reprinted in Thiel []. Schubert , Jena: Herman Pohle, ; reprinted in Angelelli [] pp. There is a reply in defense of Hilbert by A. Korselt in Jahresbericht der Deutschen Mathematiker-Vereinigung , 12 , pp.

It has been translated by E. Kluge in Kluge [] pp. Februar , S. Meyer ed. Carnap attended these lectures and took notes. Dathe and W. Kaal in McGuinness [] pp. Kaal in McGuinness [] p. Bauer-Mengelberg in van Heijenoort [] pp. Bynum in Bynum [] pp. Geach in Geach and Black [] pp. Beaney in Beaney [] pp. Bartlett in Bartlett [] Translation by T. Dudman in Dudman [] Translation by T. Marcus, ; reprinted Darmstadt: Wissenschaftliche Buchgesellschaft and Hildesheim: Olms, ; reprinted in Thiel [] The Foundations of Arithmetic: A logico-mathematical enquiry into the concept of number Complete translation by J.

Austin in Austin []. Jacquette in Jacquette []. Mahoney in Benacerraf and Putnam [] pp. Kluge in McGuinness [] pp. Black in Black [] , Geach and Black [] pp. Feigl in Feigl and Sellars [] pp. Geach in Geach [] , Geach and Black [] pp. Ebert and M. Rossberg with C. Wright , Oxford: Oxford University Press, Dudman in Dudman [] , and in McGuinness [] pp. Kaal in Gabriel et al. Dudman in Dudman [] and in McGuinness [] pp.

Long and R. White in Hermes et al. Kraal in McGuinness [] pp. Black in Black [] ; reprinted in Geach and Black [] pp. Geach and M. Furth in Furth [] pp. Szabo in Szabo [] and in Klemke [] pp. In , Frege sent Jourdain comments on his manuscript.

English translation in Reck and Awodey pp. Geach and R. Stoothoff in Geach [] pp. Quinton and M. Quinton in Quinton and Quinton [] , Strawson [] pp. Stoothoof in Stoothoff [], in Klemke [] pp. A logic-mathematical enquiry into the concept of number , Oxford: Blackwell, second revised edition second edition, ; first edition, Bartlett , J. Feigl , H. Mendelsohn , Inquiry , — Gabriel , G. McGuinness and trans. Kaal, Chicago: U. Geach , P. Stoothoff, Oxford: Blackwell Geach , P. White trans.

Black, V. Dudman, P. Geach, H. Kaal, E. Kluge, B. McGuinness, and R. Runes , D. Nach der Mitschrift von Rudolf Carnap. Gabriel , G. McGuinness and R. Haller eds. This edition completes the Olms reprint editions of the works Frege published separately.

Reprint of the edition of Frege [] and [a] , with Corrigenda. Open access to the SEP is made possible by a world-wide funding initiative. Mirror Sites View this site from another server:.

LEY 147-02 PDF

Gottlob Frege

Jena: Hermann Pohle, First edition, very rare, of this important essay, in which Frege carried out a revision of his famous Begriffsschrift , which was necessary in order to carry out his programme of reducing arithmetic to formal logic. Function und Begriff also contains the earliest traceable germ of the ideas that lead to the modern formalism of functional grammars and to the Church-Kleene lambda calculus of the s that was to play such an important role in the development of the theory of programming languages see, for example, Klement. Instead, and possibly at the instigation of Carl Stumpf, he offered a logicist reduction in informal language. Frege was conscious that [ Die Grundlagen ] had only made it plausible that arithmetic was a branch of pure logic and that a complete demonstration would demand carrying out the reduction in question within the formal Begriffsschrift , thereby ensuring the Luckenlosigkeit [rigour] of his derivations.

BUNN CWTF15 1L PDF

Gottlob Frege (1848—1925)

Friedrich Ludwig Gottlob Frege b. Frege then demonstrated that one could use his system to resolve theoretical mathematical statements in terms of simpler logical and mathematical notions. One of the axioms that Frege later added to his system, in the attempt to derive significant parts of mathematics from logic, proved to be inconsistent. Nevertheless, his definitions e.

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