56

Answers
votes newest views recent
2
Evaluating a limit similar to the Euler constant
7
The Riemann’s Zeta Function represented as a continued fraction and a question of convergence.
7
Generalized trigonometric functions $Cos(n) v$ and $Sin(n) v$.
2
Deriving Inverse of Hilbert Matrix
1
interlacing roots/eigenvalues results and modern analogues
4
Orthogonal polynomials/functions on the interval [0,1] but with same weight as Gegenbauer polynomials
1
Sum of products of exponentials and polynomials
3
roots of polynomial with matrix coefficients
1
do numerical integration with fixed abscissas
1
Valid to use all Wynn-extrapolated values?
2
Numerical Beta Function
4
Efficiently computing a matrix’s induced p-norm
10
Numerical Differentiation. What is the best method?
22
What would you want to see at the Museum of Mathematics?
1
Second order Taylor expansion to solve system of equations
21
Why not evaluate integrals using ODE-solvers?
4
Fast trace of inverse of a square matrix
30
Most memorable titles
2
Square root of non-positive definite matrix
3
How do eigenvectors and eigenvalues change when we remove a row/column pair of a matrix?
2
Is there a generalization of Floquet theory to elliptic functions?
5
Pade approximant to exponential function
3
Padé approximation - usability in iterative algorithms
1
condition number
4
A question regarding polynomials whose roots satisfy certain algebraic relation
1
Modified and unmodified Bessel functions of the second kind
1
how to get nonzero eigenvalues of a large symmetric matrix with lots of duplicate rows
3
How to tell if two random polynomials are identical
4
evaluating an integral related to the volume of Hessenberg orthogonal matrices
6
Jokes in the sense of Littlewood: examples? (3)
1 2 next