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Top Questions
19 votes

Density of polynomials in $C^k(\overline\Omega)$

fa.functional-analysis ca.analysis-and-odes real-analysis polynomials sobolev-spaces asked Mar 25, 2016 at 9:19
mathoverflow.net

5 votes

Polynomials (or analytic functions) vanishing on a real algebraic set

ag.algebraic-geometry real-algebraic-geometry analytic-geometry asked May 10, 2019 at 9:07
mathoverflow.net

5 votes

Labels and references to equations in Mathjax created from Latex with Pandoc

html latex pandoc mathjax asked Apr 28, 2020 at 15:49
stackoverflow.com


Top Answers
14
Find the maximum of $|a_{p}|$, if $a_0+a_1x+\dots+a_nx^n:[-1,1]\mapsto [-1,1]$
mathoverflow.net

11
approximating the $|x|$ function
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10
Any reference for the series expansion of $\Bigr[-\log(1-t)\Bigr]^x$?
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10
Complex plane minus Cantor set admits non-constant bounded harmonic function
mathoverflow.net

8
Find structure geometry of $A_1, A_2,...,A_n$ such that $\prod_{i<j} A_iA_j$ is maximum
mathoverflow.net

7
Supremum norm of certain quantity
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7
Second order differentiability of subharmonic function almost everywhere?
mathoverflow.net

7
Riemann-Hilbert and orthogonal polynomials
mathoverflow.net

6
Half spaces free of roots of a given polynomial
mathoverflow.net

6
Real vs complex norm for polynomials
mathoverflow.net

6
Recurrence of Legendre polynomial roots/ quadrature points
mathoverflow.net

6
Given any sequence of interpolating nodes, can we find a continuous function $f$ whose interpolating polynomials doesn't converge to $f$ point-wise
mathoverflow.net

5
How to compute the following integral $I_{\alpha,\beta}$
mathoverflow.net

5
Cumulative integral of the Marchenko-Pastur density for Wishart eigenvalues
mathoverflow.net


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