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Answers
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3
Where does a math person go to learn statistical mechanics?
17
What is the exterior derivative intuitively?
55
Are there examples of non-orientable manifolds in nature?
5
Applications of knot theory
1
Is there an analogue of curvature in algebraic geometry?
5
Looking for an introduction to orbifolds
16
Examples where physical heuristics led to incorrect answers?
7
Dimensional Analysis in Mathematics
4
What mathematical treatment is there on the renormalization group flow in a space of Lagrangians?
6
Explicit metrics
15
Conway’s game of life for random initial position
1
Euclidean volume of the unit ball of matrices under the matrix norm
0
How Does One Find the “Loneliest Person on the Planet”?
2
power series solutions for ordinary differential equations - references
2
Does every ODE comes from something in physics?
2
Determine if circle is covered by some set of other circles
1
How can simple physical “proofs” of mathematical facts be made rigorous?
8
Zeroes of the random Fibonacci sequence
8
What is $\sum (x+\mathbb{Z})^{-2}$?
3
Applications of the notion of of Gromov-Hausdorff distance
2
Finding the union of N random circles arbitrarily (or conspiratorially) placed on a two-dimensional surface
0
“Physical” construction of nonconstant meromorphic functions on compact Riemann surfaces?
2
Finding the new zeros of a “perturbed” polynomial
4
roots of sum of two polynomials
4
How many non-equivalent sections of a regular 7-simplex?
5
When does the sequence of iterates of a rational function converge?
2
Theory of cones
8
A percolation problem
8
An experiment on random matrices
1
Boolean network as a gauge field
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