Ricketts, Tom (Editor)
Potter, Michael D. (Editor)
"Gottlob Frege (1848-1925) was unquestionably one of the most important philosophers of all time. He trained as a mathematician, and his work in philosophy started as an attempt to provide an explanation of the truths of arithmetic, but in the course of this attempt he not only founded modern logic but also had to address fundamental questions in the philosophy of language and philosophical logic. Frege is generally seen (along with Russell and Wittgenstein) as one of the fathers of the analytic method, which dominated philosophy in English-speaking countries for most of the twentieth century. His work is studied today not just for its historical importance but also because many of his ideas are still seen as relevant to current debates in the philosophies of logic, language, mathematics and the mind. The Cambridge Companion to Frege provides a route into this lively area of research"--
...MoreDescription Contents:
Chapter Weiner, Joan (2010) Understanding Frege's Project. In: The Cambridge Companion to Frege (p. 32).
Chapter Goldfarb, Warren (2010) Frege's Conception of Logic. In: The Cambridge Companion to Frege (p. 63).
Chapter Sullivan, Peter (2010) Dummett's Frege. In: The Cambridge Companion to Frege (p. 86).
Chapter Oliver, Alex (2010) What Is a Predicate?. In: The Cambridge Companion to Frege (p. 118).
Chapter Ricketts, Thomas (2010) Concepts, Objects and the Context Principle. In: The Cambridge Companion to Frege (p. 149).
Chapter Kremer, Michael (2010) Sense and Reference: The Origins and Development of the Distinction. In: The Cambridge Companion to Frege (p. 220).
Chapter Taschek, William (2010) On Sense and Reference: A Critical Reception. In: The Cambridge Companion to Frege (p. 293).
Chapter Heck, Richard (2010) Frege and Semantics. In: The Cambridge Companion to Frege (p. 342).
Chapter Wilson, Mark (2010) Frege's Mathematical Setting. In: The Cambridge Companion to Frege (p. 379).
Chapter Hallett, Michael (2010) Frege and Hilbert. In: The Cambridge Companion to Frege (p. 413).
Chapter Milne, Peter (2010) Frege's Folly: Bearerless Names and Basic Law V. In: The Cambridge Companion to Frege (p. 465).
Chapter Hylton, Peter (2010) Frege and Russell. In: The Cambridge Companion to Frege (p. 509).
Chapter Diamond, Cora (2010) Inheriting from Frege: The Work of Reception, as Wittgenstein Did It. In: The Cambridge Companion to Frege (p. 550).
Book
Künne, Wolfgang;
(2010)
Die Philosophische Logik Gottlob Freges: ein Kommentar; mit den Texten des Vorworts zu Grundgesetze der Arithmetik und der Logischen Untersuchungen I--IV
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Chapter
Goldfarb, Warren;
(2010)
Frege's Conception of Logic
(/isis/citation/CBB001211649/)
Article
Reck, Erich H.;
(2013)
Frege, Dedekind, and the Origins of Logicism
(/isis/citation/CBB001212886/)
Chapter
Weiner, Joan;
(2010)
Understanding Frege's Project
(/isis/citation/CBB001211648/)
Book
Heijenoort, Jean van;
(2002)
From Frege to Gödel: A Source Book in Mathematical Logic, 1879-1931
(/isis/citation/CBB000201415/)
Article
John Woods;
(2021)
What did Frege take Russell to have proved?
(/isis/citation/CBB858610340/)
Article
Schirn, Matthias;
(2010)
On Translating Frege's Die Grundlagen der Arithmetik
(/isis/citation/CBB001210971/)
Chapter
Thiel, Christian;
(2009)
Gottlob Frege and the Interplay between Logic and Mathematics
(/isis/citation/CBB001210345/)
Article
Mark Textor;
(2021)
Saying Something about a Concept: Frege on Statements of Number
(/isis/citation/CBB227044624/)
Thesis
David E. Dunning;
(2020)
Writing the Rules of Reason: Notations in Mathematical Logic, 1847–1937
(/isis/citation/CBB517005733/)
Chapter
Haaparanta, Leila;
(2009)
The Relations between Logic and Philosophy, 1874--1931
(/isis/citation/CBB001210347/)
Article
Eder, Günther;
(2013)
Remarks on Independence Proofs and Indirect Reference
(/isis/citation/CBB001212142/)
Article
Korhonen, Anssi;
(2012)
Logic as a Science and Logic as a Theory: Remarks on Frege, Russell and the Logocentric Predicament
(/isis/citation/CBB001214125/)
Book
Landini, Gregory;
(2010)
Russell
(/isis/citation/CBB001500071/)
Chapter
Hylton, Peter;
(2010)
Frege and Russell
(/isis/citation/CBB001211659/)
Book
Elena Anne Corie Marchisotto;
Francisco Rodriguez-Consuegra;
James T. Smith;
(2021)
The Legacy of Mario Pieri in Foundations and Philosophy of Mathematics
(/isis/citation/CBB763111584/)
Book
Gauthier, Yvon;
(2002)
Internal Logic: Foundations of Mathematics from Kronecker to Hilbert
(/isis/citation/CBB000301820/)
Book
Grattan-Guiness, I.;
(2000)
Search for Mathematical Roots, 1870-1940: Logics, Set Theories and the Foundations of Mathematics from Cantor Through Russell to Gödel
(/isis/citation/CBB000102346/)
Article
Dea, Shannon;
(2006)
“Merely a veil over the living thought”: Mathematics and Logic in Peirce's Forgotten Spinoza Review
(/isis/citation/CBB001023424/)
Book
Frege, Gottlob;
(1999)
Idéographie
(/isis/citation/CBB000631020/)
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