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Frege: Philosophy of Mathematics.

- Richard G. Heck, M. Dummett
- Philosophy
- 1 April 1993

No one has figured more prominently in the study of the German philosopher Gottlob Frege than Michael Dummett. His magisterial "Frege: Philosophy of Language" is a sustained, systematic analysis of… Expand

309 19

Nonconceptual Content and the “Space of Reasons”

- Richard G. Heck
- Philosophy
- 1 October 2000

In The Varieties of Reference, Gareth Evans (1982) argues that the content of perceptual experience is non-conceptual, in a sense I shall explain momentarily.1 More recently, in his book Mind and… Expand

282 13- PDF

Are there different kinds of content

- Richard G. Heck
- Psychology
- 2007

The cup from which I am drinking water now is yellow, and I know that it is. Why does my belief that the cup is yellow count as knowledge? Presumably, the answer must involve some reference to my… Expand

82 10- PDF

The Development of Arithmetic in Frege's Grundgesetze der Arithmetik

- Richard G. Heck
- Mathematics, Computer Science
- J. Symb. Log.
- 1 June 1993

TLDR

81 6

Self-reference and the languages of arithmetic

- Richard G. Heck
- Mathematics
- 15 May 2006

I here investigate the sense in which diagonalization allows one to construct sentences that are self-referential. Truly self-referential sentences cannot be constructed in the standard language of… Expand

22 6- PDF

Finitude and Hume’s Principle

- Richard G. Heck
- Mathematics, Computer Science
- J. Philos. Log.
- 1 December 1997

TLDR

51 5

Frege's Theorem

- Richard G. Heck
- Mathematics
- 15 December 2011

Preface Editorial Notes 1. Frege's Theorem: An Overview 2. The Development of Arithmetic 3. Die Grundlagen der Arithmetik 82-83 4. Frege's Principle 5. Julius Caesar and Basic Law V 6. The Julius… Expand

34 5

Do Demonstratives Have Senses

- Richard G. Heck
- Philosophy
- 1 June 2002

Fregean views of referring expressions— according to which such expressions have, not only reference, but also sense— have been subjected to intense criticism over the last few decades. Frege’s view… Expand

64 5- PDF

Cardinality, Counting, and Equinumerosity

- Richard G. Heck
- Computer Science, Mathematics
- Notre Dame J. Formal Log.
- 20 July 2000

TLDR

38 4- PDF

The consistency of predicative fragments of Frege's Grundgesetze der Arithmetik

- Richard G. Heck
- Philosophy
- 1996

Reading ‘x(Fx)’ as ‘the value-range of the concept F ’, Basic Law V thus states that, for every F and G, the value-range of the concept F is the same as the value-range of the concept G just in case… Expand

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