Newbetuts

Who are some blind or otherwise disabled mathematicians who have made important contributions to mathematics?

Is the theory of dual numbers strong enough to develop real analysis, and does it resemble Newton's historical method for doing calculus?

Good math bed-time stories for children?

What are some examples of "non-logical theorems" proven by Logic?

Why weren't continuous functions defined as Darboux functions?

What is magical about Cartan's magic formula?

Is the Galois group associated to a random polynomial solvable with probability 0?

Historic proof of the area of a circle

Are We Teaching Pre-Calc Wrong?

$\sin(x)$ infinite product formula: how did Euler prove it?

Why is the exterior algebra called the "exterior algebra?" What makes it "exterior?"

How did Newton find derivative of basic functions before formulating systematic Calculus?

Is any mathematican more famous for their conjecture(s) than their theorem(s)?

The origin of functionals in logic

What are some theorems that currently only have computer-assisted proofs?

New posts in math-history

Who are some blind or otherwise disabled mathematicians who have made important contributions to mathematics?

Could G. H. Hardy make a product of two primes so big he couldn't find out which?

"Stick it to the man!" Mathematical discoveries that resulted in persecution.

Did Euclid prove that $\pi$ is constant?

What is the motivation for quaternions?

Why is the topological pressure called pressure?

Is the theory of dual numbers strong enough to develop real analysis, and does it resemble Newton's historical method for doing calculus?

Good math bed-time stories for children?

What are some examples of "non-logical theorems" proven by Logic?

Why weren't continuous functions defined as Darboux functions?

What is magical about Cartan's magic formula?

Is the Galois group associated to a random polynomial solvable with probability 0?

Historic proof of the area of a circle

Are We Teaching Pre-Calc Wrong?

$\sin(x)$ infinite product formula: how did Euler prove it?

Why is the exterior algebra called the "exterior algebra?" What makes it "exterior?"

How did Newton find derivative of basic functions before formulating systematic Calculus?

Is any mathematican more famous for their conjecture(s) than their theorem(s)?

The origin of functionals in logic

What are some theorems that currently only have computer-assisted proofs?