The following pages link to (Q3037386):
Displaying 50 items.
- Book review of: G. Frege, Basic laws of arithmetic. Derived using concept-script. Volume 1 and 2. Edited by Philip A. Ebert and Marcus Rossberg. (Q300564) (← links)
- Comparing Peano arithmetic, Basic Law V, and Hume's Principle (Q450961) (← links)
- Mathematical contingentism (Q488333) (← links)
- Singular terms revisited (Q516252) (← links)
- Frege's proof of referentiality (Q558426) (← links)
- Neo-Fregeanism: an embarrassment of riches (Q558727) (← links)
- Neologicist nominalism (Q603898) (← links)
- To be is to be the object of a possible act of choice (Q603902) (← links)
- A strengthening of the Caesar problem (Q651373) (← links)
- Ramified Frege arithmetic (Q766295) (← links)
- Frege's cardinals as concept-correlates (Q868521) (← links)
- A deflationary theory of reference (Q1036049) (← links)
- Double vision: two questions about the neo-Fregean program (Q1036082) (← links)
- Focus restored: Comments on John MacFarlane (Q1036083) (← links)
- Bad company and neo-Fregean philosophy (Q1036084) (← links)
- The good, the bad and the ugly (Q1036086) (← links)
- Hume's big brother: Counting concepts and the bad company objection (Q1036087) (← links)
- Introduction to the special issue on the bad company problem (Q1036090) (← links)
- Philosophy of mathematics: Prospects for the 1990s (Q1182177) (← links)
- Where do the natural numbers come from? (Q1202499) (← links)
- Geometry and generality in Frege's philosophy of arithmetic. (Q1578773) (← links)
- Size and function (Q1800432) (← links)
- Cardinality, counting, and equinumerosity (Q1860965) (← links)
- On the origin and status of our conception of number (Q1860966) (← links)
- Realism and paradox (Q1860967) (← links)
- Neo-Fregean foundations for real analysis: Some reflections on Frege's constraint (Q1860970) (← links)
- Frege meets Dedekind: A neologicist treatment of real analysis (Q1860971) (← links)
- Frege, Boolos, and logical objects (Q1876080) (← links)
- Natural numbers and natural cardinals as abstract objects: A partial reconstruction of Frege's \textit{Grundgesetze} in object theory (Q1961929) (← links)
- From the unity of the proposition to linguistic idealism (Q2052192) (← links)
- Bad company objection to Joongol Kim's adverbial theory of numbers (Q2053369) (← links)
- Atomic ontology (Q2054007) (← links)
- A metasemantic challenge for mathematical determinacy (Q2054113) (← links)
- Benacerraf, Field, and the agreement of mathematicians (Q2055909) (← links)
- Hofweber's nominalist naturalism (Q2080579) (← links)
- Rescuing implicit definition from abstractionism (Q2080582) (← links)
- Ontological realism and sentential form (Q2219035) (← links)
- Empiricism, probability, and knowledge of arithmetic: a preliminary defense (Q2250551) (← links)
- Frege on referentiality and Julius Caesar in \textit{Grundgesetze} Section 10 (Q2295736) (← links)
- Potential infinity, abstraction principles and arithmetic (Leśniewski style) (Q2422536) (← links)
- Somehow things do not relate: on the interpretation of polyadic second-order logic (Q2516587) (← links)
- Towards a pluralist theory of singular thought (Q2666897) (← links)
- The adverbial theory of numbers: some clarifications (Q2690225) (← links)
- Hume's principle: a plea for austerity (Q2695169) (← links)
- What did Frege take Russell to have proved? (Q2695175) (← links)
- Frege's theorem and his logicism (Q2758005) (← links)
- The convenience of the typesetter; notation and typography in Frege's \textit{Grundgesetze der Arithmetik} (Q2795303) (← links)
- LOGICISM, INTERPRETABILITY, AND KNOWLEDGE OF ARITHMETIC (Q2940868) (← links)
- The development of arithmetic in Frege's<i><b>Grundgesetze der arithmetik</b></i> (Q3138014) (← links)
- FREGE MEETS BROUWER (OR HEYTING OR DUMMETT) (Q3195590) (← links)
