Helge

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Name Helge
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Seen May 12 at 0:06
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5

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How to distribute the source of programs used in a paper?

sep 18 10 at 13:11 J. M. 2,075●7●20

5

2
5
votes
1
answer
651
views

Approximation by analytic functions

jun 21 10 at 21:33 Andrey Rekalo 13.9k●1●32●68

 
3
votes
2
answers
205
views

Hausdorff dimension of inverse images.

jul 28 11 at 21:24 Gerald Edgar 15.1k●1●28●67

2
1
vote
1
answer
375
views

Parametrizing eigenvectors

aug 25 10 at 15:45 KConrad 16.9k●3●61●117

 

78

Answers
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32
Why is $ \frac{\pi^2}{12}=ln(2)$ not true ?
23
What could be some potentially useful mathematical databases?
22
What are the big problems in probability theory?
12
Ingenuity in mathematics
10
Work of ICM 2010 plenary speakers (and other humans)
9
Least collaborative mathematician
8
Why do we care about L^p spaces besides p = 1, p = 2, and p = infinity?
8
How large (small) can be the measure of a set where a polynomial takes small values ?
7
Applications of Hardy’s inequality
6
Facts from algebraic geometry that are useful to non-algebraic geometers
6
Do boundary conditions for elliptic PDE need to be homogenous to use spectral theory?
6
L^2 space of holomorphic functions with given weight
5
List of recently solved mathematical problems
5
Why were matrix determinants once such a big deal?
5
Coefficients from Stone Weierstrass versus Fourier Transform
5
Is this ergodic inequality true?
4
Lyapunov Exponent and degree of chaos
4
Spectral theory of real symmetric matrices with random diagonal elements
4
Is anything known about $w^*(x)=\sup_y w(x+y)/w(y)$ for measurable functions w on $R^n$
4
Entropy of a general prob. measure
4
Estimation of DFT
3
Does there exist a potential which realizes this strange quantum mechanical system?
3
Functions orthogonal to x^n
3
Exponential sums for beginner.
3
Estimating laplace-beltrami spectra for a graph surface in $R^3$
3
a “reverse Hadamard inequality”
3
Application of bounded spectral theory.
3
Consequence of equidistribution or not?
3
Numerical Solution to Inverse Integral (Pseudo Random Number Generation)
2
Visualizing Orthogonal Polynomials
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