philosophy of mathematics

He has also written about Judaism and the philosophy of mathematics.

For further details see 'What is the philosophy of mathematics education?'

Marin Turlea dedicated his career to the philosophy of mathematics.

An example of this appears in the philosophy of mathematics: formalism.

This caused a significant re-evaluation of Greek philosophy of mathematics.

This program is still recognizable in the most popular philosophy of mathematics, where it is usually called 'formalism'.

He is the author of numerous books on logic, philosophy of mathematics, calculus, and mathematical analysis.

She is well known for her influential work in the philosophy of mathematics, where she has worked on realism and naturalism.

Competing philosophies of mathematics put forth different definitions.

Lectures on the Philosophy of Mathematics (1982) have been reconstructed from notes and manuscripts.

Realism in the philosophy of mathematics is the claim that mathematical entities such as number have a mind-independent existence.

Zeno also studied the philosophy of mathematics based on the derivation of all knowledge from experience.

The philosophy of mathematics of most believers is a form of Platonism.

His preferred philosophy of mathematics was formalism (cf.

A perennial issue in the philosophy of mathematics concerns the relationship between logic and mathematics at their joint foundations.

Russell's philosophy of mathematics was not formalist, however; it is usually considered a form of logicism.

This discipline, although it may interact with questions in the philosophy of mathematics is primarily concerned with empirical questions.

Lakatos' philosophy of mathematics is sometimes regarded as a kind of social constructivism, but this was not his intention.

Some modern theories in the philosophy of mathematics deny the existence of foundations in the original sense.

In the philosophy of mathematics, he became known for the statement that "Mathematics is the science that draws necessary conclusions".

His primary interests are logic, philosophy of mathematics, and philosophy of logic.

Two courses he wants to take - on Descartes and on the philosophy of mathematics - will meet on Friday.

Post-20th-century philosophy of mathematics is mostly concerned with quasi-empirical methods especially as reflected in actual mathematical practice of working mathematicians.

From 1984 to 1992, he lectured at Stanford in the philosophy of mathematics, philosophy of science, cinema, history, and political science.

His research interests include philosophy of language, philosophy of mathematics, and the history of analytic philosophy.