New posts in math-history

Why are so many of the oldest unsolved problems in mathematics about number theory?

When did Fubini's name get applied to the theorem without measures?

Examples of mathematicians who lost interest in Math and got interested again?

Second-largest connected component of mathematicians

Why is logistic equation called "logistic"?

Simple Proof of the Euler Identity $\exp{i\theta}=\cos{\theta}+i\sin{\theta}$

How did we know to invent homological algebra?

Who realized $\int \frac 1x dx =\ln(x)+c$?

What's wrong with using rectangles rather than triangles in Goursat's proof?

Why is "mathematical induction" called "mathematical"?

When is something "obvious"?

Why would I define Alexander–Spanier cohomology?

Genius mathematicians who never published anything

To what extent were mathematicians in previous centuries aware of the lack of rigour in their methods?

Is mathematical history written by the victors?

Why is the hard Lefschetz theorem "hard"?

Lost anecdote of a mathematician who gave a presentation without saying a word [closed]

Why is Lebesgue so often spelled "Lebesque"?

History of "Show that $44\dots 88 \dots 9$ is a perfect square"

Where can I find the old papers of the Math Tripos?