Intuitionism in Mathematics In the philosophy of mathematics, intuitionism stems from the view originally developed by L. E. J. Brouwer that mathematics derives from intuition and is a creation of the mind. This view is prefigured most notably by Kant, Kronecker, Poincaré, Borel, and Lebesgue. Intuitionism maintains that a mathematical object exists only if it … Continue reading Intuitionism in Mathematics→| Internet Encyclopedia of Philosophy
This will be a lecture series on the Philosophy of Mathematics at Fudan University in Shanghai, China, 30 June – 25 July 2025, as a part of the International Summer School program at Fudan University. Lectures given by Ruizhi Yang … Continue reading →| Joel David Hamkins
I was interviewed by Cody Roux for The Church of Logic podcast—a fascinating sweeping conversation on issues in the philosophy of mathematics and set theory, including what I described as a fundame…| Joel David Hamkins
