Timothy Wagner's user avatar
Timothy Wagner's user avatar
Timothy Wagner's user avatar
Timothy Wagner
  • Member for 12 years, 10 months
  • Last seen more than 12 years ago
88 votes

How to show that every Boolean ring is commutative?

75 votes
Accepted

Does $R[x] \cong S[x]$ imply $R \cong S$?

30 votes
Accepted

$I+J=1 \Rightarrow I^n+J^n = 1$ for ideals (or elements in GCD domain) [Freshman's Dream Binomial Theorem]

27 votes

Can $n!$ be a perfect square when $n$ is an integer greater than $1$?

23 votes
Accepted

Intuition behind $dx \wedge dy=-dy \wedge dx$

21 votes
Accepted

Can I learn Calculus on the web, for free, using simple tutorials?

20 votes
Accepted

A Laskerian non-Noetherian ring

20 votes

Limit of the nested radical $\sqrt{7+\sqrt{7+\sqrt{7+\cdots}}}$

19 votes
Accepted

Factorial of a non-integer number

15 votes

deadline in math jobs application

14 votes
Accepted

Algebraic structure cheat sheet anyone?

13 votes
Accepted

Relationship between subrings and ideals

13 votes

What are good books/other readings for elementary set theory?

12 votes
Accepted

A different proof of the insolubility of the quintic?

12 votes
Accepted

chance on throwing a six with 6 dice

12 votes
Accepted

How to prove the Pythagoras theorem using vectors

11 votes
Accepted

Proof of the formula $1+x+x^2+x^3+ \cdots +x^n =\frac{x^{n+1}-1}{x-1}$

11 votes

The final state of 1000 light bulbs switched on/off by 1000 people passing by

10 votes

Isometry in compact metric spaces

10 votes

Axiom of choice - to use or not to use

9 votes
Accepted

Multiplication of Power Series and their convergences

9 votes

Intuition in algebra?

9 votes

Symmetric polynomials and the Newton identities

9 votes
Accepted

Suggest a tricky method for this problem

9 votes

Resources/Books for Discrete Mathematics

8 votes

Proof that dividing irrational number by an irrational number can result in an integer?

8 votes

Are associates unit multiples in a commutative ring with $1$?

8 votes

how to read a mathematical paper?

7 votes
Accepted

An elementary doubt on Inequalities

7 votes

Computer Programs for Pure Mathematicians