Category:Philosophy of mathematics

*

• Philosophers of mathematics‎ (2 C, 105 P)
• Philosophy of mathematics literature‎ (2 C, 12 P)

C

• Philosophy of computer science‎ (2 C, 5 P)

I

• Infinity‎ (9 C, 64 P)

L

• Mathematical logic‎ (33 C, 199 P)

M

• Mathematical objects‎ (7 C, 6 P)

P

• Mathematical paradoxes‎ (5 C, 41 P)

S

• Philosophy of statistics‎ (2 C, 16 P)

T

• Theories of deduction‎ (4 C, 26 P)

• Philosophy of mathematics

A

• Absolute Infinite
• Actual infinity
• Aristotelian realist philosophy of mathematics
• Arithmetization of analysis

B

• Bayesian epistemology
• Bayesian probability
• Bayesian program synthesis
• Benacerraf's identification problem
• Bloch's principle

C

• Centipede mathematics
• Computer-assisted proof
• Controversy over Cantor's theory

D

• Definitions of mathematics

E

• Philosophy of mathematics education
• Ethics in mathematics

F

• Formalism (philosophy of mathematics)
• Foundations of mathematics
• Functional decomposition

H

• Hume's principle

I

• Impredicativity
• Infinity
• Informal mathematics
• Intuitionism

L

• Limitation of size
• Logical harmony
• Logicism
• Logicomix

M

• Mathematical beauty
• Mathematical folklore
• Mathematical logic
• Mathematical monism
• Mathematical practice
• Mathematicism
• Mathesis universalis
• Multiverse (set theory)
• Mutual exclusivity

N

• No free lunch theorem

P

• Paraconsistent mathematics
• Probability interpretations
• Pseudomathematics
• Psychologism

Q

• Quasi-empirical method
• Quasi-empiricism in mathematics
• Quine–Putnam indispensability argument

R

• Reality
• Relationship between mathematics and physics

S

• Structuralism (philosophy of mathematics)

U

• Ultrafinitism

W

• Weyl's tile argument
• Ludwig Wittgenstein's philosophy of mathematics