David G. Stork's user avatar
David G. Stork's user avatar
David G. Stork's user avatar
David G. Stork
  • Member for 8 years
  • Last seen more than a month ago
49 votes

Mathematical games interesting to both you and a 5+-year-old child

38 votes

How do you mentor undergraduate research?

30 votes

Obsessive editing/revising of math papers

14 votes

How can a mathematician handle the pressure to discover something new?

11 votes
Accepted

Design principles for good undergraduate textbooks to enhance student understanding

10 votes

Should I publish a paper if its results overlap significantly with an earlier paper?

8 votes
Accepted

Jordan curves admitting only acyclic inscriptions of squares

7 votes
Accepted

Borromean rings, Condorcet's paradox and Quantum chromodynamics

7 votes

Mathematical Writing: Proof Outlines/Overview in a Paper

6 votes

Probability that biggest area stays greater than 1/2 in a unit square cut by random lines

5 votes

Research semester in math

4 votes

Most intricate and most beautiful structures in mathematics

3 votes
Accepted

One problem about tower stability

3 votes
Accepted

What is the most appropriate ML technology or math tool for classifying/recognizing 2D scatter plot shapes?

2 votes

Quasi-concavity of $f(x)=\frac{1}{x+1} \int_0^x \log \left(1+\frac{1}{x+1+t} \right)~dt$

2 votes

Computational number theory

2 votes
Accepted

Rigid Brunnian links for $n \geq 4$

1 vote
Accepted

Determine number of possible paths in an undirected graph

1 vote

Graph with at most 2 degrees of separation between every node, but minimal average degree

1 vote
Accepted

Clustering on tree

1 vote

What are the applications of hypergraphs?

1 vote

Can real algebraic knots be recovered from their projections?

1 vote

A nice result for an sub-area I am not working in

1 vote

Zero knowledge proof of equality

1 vote

Density of Cliques in Random Graphs

1 vote
Accepted

Integral involving a gaussian function

1 vote

Books and resources on PDEs that use Mathematica and Matlab

0 votes
Accepted

Choosing a sample based on where the density function is highest

0 votes

Approximate the variance of multiple normal distributions with the same standard deviation

0 votes
Accepted

Sum of: k permutations of n $\times e^x$