New posts in math-history

Who discovered this number-guessing paradox?

Original works of great mathematicians

Why was Sheaf cohomology invented?

Why are integrals called integrals?

Why is lambda calculus named after that specific Greek letter? Why not “rho calculus”, for example?

Did Joseph Fourier ever make a pure mathematical mistake?

Word origin / meaning of 'kernel' in linear algebra

Why is the axiom of choice separated from the other axioms?

Was Grothendieck familiar with Stone's work on Boolean algebras?

Good books on Philosophy of Mathematics

Why are the trig functions versine, haversine, exsecant, etc, rarely used in modern mathematics?

Deep theorem with trivial proof [closed]

What did mathematicians study as an undergraduate/graduate before modern mathematics such as modern algebra and analysis?

Why are integers subset of reals?

What are examples of unexpected algebraic numbers of high degree occured in some math problems?

How to find area under sines without calculus?

Why are some coins Reuleaux triangles?

Motivation for Napier's Logarithms

Did Pólya say, "can" or "cannot"?

Examples of famous problems resolved easily