New posts in soft-question

Problems with interesting, non-trivial analogues in finite fields

Why are math texts usually so compact?

Motivation for Topology study in Real Analysis

Differential Geometry past an introductory course?

Calculus Books, preferably Soviet.

Sequence Notation -- Which brackets to use?

Are all numbers real numbers?

Why is it okay to say two groups are the same, when they're really isomorphic?

The way into set theory

Question about long proofs?

Is the Riemann Integral good for anything?

Is it usual that a professor never proves a theorem in a class?

How is "point" in geometry undefined? And What is a "mathematical definition"? [duplicate]

How to Axiomize the Notion of "Continuous Space"?

Reference request for undergraduate complex analysis. [closed]

Books for inequality proofs

"How I wish I could calculate pi" analogs...

Motivation for "homotopy equivalence"

Why is it that the congruence relations usually correspond to some type of subobject?

Examples of open problems solved through short proof