New posts in soft-question

Color each positive integer with red and blue, whether there must be three numbers $a, b, c$ with same color such that $a^2+b^2 = c^2$? [duplicate]

What would be a good outdoor maths puzzle for children?

What's an example of an infinitesimal?

How do mathematicians think about the existence of numbers?

Definition of regularity in PDE theory

Why are skew-symmetric matrices of interest?

Variety vs. Manifold

How can people understand complex numbers and similar mathematical concepts?

Reference request (famous mathematicians for High School)

What would be a good way to memorize theorems about algebra?

Can all maths be represented in geometry?

Useless math that became useful

Does there exist another way of obtaining a topological space from a metric space equally deserving of the term "canonical"?

How is it shown that quintic equations can be solved by radicals and ultraradicals?

Cross product of cohomology classes: intuition

What makes the pairs of operators $(-, +)$ and $(÷, ×)$ so similar?

Research in plane geometry or euclidean geometry

The Order of the Identity of a Group

What material is good for extra-studying

What does a "convention" mean in mathematics?