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arsmath's user avatar
arsmath's user avatar
arsmath
  • Member for 14 years, 2 months
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47 votes

Who made the famous error in calculation that 'wasted' the final years of his life?

43 votes

Siegel zeros and other "illusory worlds": building theories around hypotheses believed to be false

27 votes

On mathematical aspects of the most recent Nobel Prize in economics winners' work

25 votes
Accepted

Abstract definition of convex set

22 votes
Accepted

Why is Lebesgue measure theory asymmetric?

22 votes

Interpretation of the action in classical mechanics

22 votes

Conway's lesser-known results

20 votes

What are some examples of colorful language in serious mathematics papers?

20 votes

Why are so few operations with arity bigger than 2?

19 votes

Free division rings?

15 votes

Advantages of diffeological spaces over general sheaves

12 votes

What advanced area of mathematics can be delved into with only basic calculus and linear algebra

11 votes

Never appeared forthcoming papers

10 votes

Difference between 'generalized gradient' and 'subgradient' ?

10 votes
Accepted

Algebraic geometry additionally equipped with field automorphism operation

9 votes
Accepted

Why are finite simple groups useful?

9 votes

Reference Request: Independence of the ultrafilter lemma from ZF

9 votes
Accepted

Defining Multiplication in Polynomials over Rings of Matrices

8 votes

"Let $x \in A$", beginning a proof of "$\forall x \in A$ ...", if A were empty

8 votes

Independence of P = NP?

7 votes

How to make Ext and Tor constructive?

7 votes

Arguments against large cardinals

7 votes

Mathematics with the negation of AC

7 votes
Accepted

Are integers real?

7 votes

What are the main structure theorems on finitely generated commutative monoids?

7 votes

On classifying groups of order $p^5$

7 votes

Examples of algebras satisfying (a+b)(c+d)=ac+bd

6 votes
Accepted

A More Advanced Version of Aluffi's Chapter 0

6 votes
Accepted

How to recognize if a lattice is distributive?

6 votes

Automatic proof in Euclidean Geometry using Theory of Groebner Bases