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Where did this Pólya's theorem appear?

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Andrew T.
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16 answers
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What are some naturally-cccurring high-degree polynomials?

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Bounding cumulants for CLT via $\text{GAP}_\eta$ tuples

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2 answers
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On the connection between chaos and ergodicity

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Daniel Smania
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Equivalent definitions of volume of representations (or characteristic classes of flat bundles)

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Qing Lan
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Commuting totalizations with filtered colimits in the plus-construction for $\infty$-presheaves on a topological space

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Arshak Aivazian
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Hyperplane sections of general type surfaces

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Will Sawin
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Stubborn p-Cartesian edge in higher topos theory

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Ethan Jahan
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Hasse principle for rational number times a quadratic form

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207 views
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Condition under a function is uniquely identifiable by the supremum values

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Pietro Majer
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386 views

Intersections of strict transform and strict transform of intersections

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Applicability of Besicovitch Covering Theorem in different norms in $\mathbb{R}^n$

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Kashiwara-Schapira Stack of microsheaves

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Categorical structure guaranteed to exist, but not necessarily preserved

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When is −∥x−y∥+∥A(x−y)∥ a CPD kernel ? - Difference of CPD radial kernels remains CPD (Bernstein functions)

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Constructing the Stone space of a distributive lattice

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Dirichlet series of $\zeta'(s)\zeta'(1-s)$

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Hartman uniform distribution of means

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John Griesmer
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Determinant inequality involving Hermitian, positive definite matrices

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Expected number of steps for a random walk to return with a single barrier

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Iosif Pinelis
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Signed partial sums of numbers of binary partitions leading to certain polynomials

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Factorization of polynomials vanishing on quadrics: divisibility by the defining equation

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What is known about the algebras $\mathrm{End}_{U_q(\mathfrak{sl}_2)}(L(d)^{\otimes n})$?

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Alvaro Martinez
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1 answer
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How to characterize morphisms $f: M \rightarrow N$ such that $\operatorname{Tor}_1(S, f)=0$ for all simple right $R$-modules $S$?

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Neil Epstein
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1 answer
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Endomorphisms of groups schemes involving $\mathbb{G}_a$ and flat base change

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afh
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Nonnegative submartingales: convergence to infinity in probability

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Serguei Popov
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3 answers
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The mean of points on a unit n-sphere $S^n$

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Daniel Asimov
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Convergence of edge eigenvalues for Gaussian matrices

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Combining two Dirichlet polynomials into one polynomial

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GH from MO
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+50

Extend the monotonicity of $W^2(\mu_{\alpha},\nu_{\alpha})$ from the Dirac case to finite mixtures

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Algorithm that allows to get any value of A000123 if finite number of values of A002577 are known

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Notamathematician
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6 votes
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Convergence of mollifiers of a Lipschitz function on a codimension 1 subspace

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No-one
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7 votes
1 answer
159 views

Circle action on free loop space of a classifying space

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Chris Schommer-Pries
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3 votes
1 answer
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A structured recursive formula for the complete homogeneous symmetric polynomial

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Nexis
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1 answer
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Lagrangian duals for the generalized assignment problem

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RobPratt
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Derivative of Wasserstein distance $W^p_p$ along solutions of the continuity equation (contradicting statements in different sources)

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3 answers
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Why isn’t the weak-* topology normed?

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Iosif Pinelis
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38 votes
7 answers
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Heuristic argument for the Riemann Hypothesis

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Martin Sleziak
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Periodic cyclic homology and Hochschild homology

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TaiatLyu
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1 answer
474 views

Density of $w^*$-support points

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7 votes
2 answers
525 views

When is $(x^p-1)/(p(x-1))$ a perfect square?

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Will Sawin
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Fejér-Riesz inequality for $H^p$ on the unit disk for more general curves

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Esteban Martinez
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55 answers
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Old books you would like to have reprinted with high-quality typesetting

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Martin Sleziak
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2 answers
284 views

The strong Mersenne conjecture

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Daniel Weber
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10 votes
1 answer
623 views

Inverse function theorem for $W^{2,n}\cap W^{1,\infty}$ functions

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Ordinary Quivers for Infinite-Dimensional Algebras

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Daniele Tampieri
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1 answer
177 views

In the limit, do the intersection points of a string figure define a probability measure on the unit disk?

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16 votes
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729 views
+200

Does $\mathrm{Ext}^1(M,M) \neq 0$ imply $\mathrm{Ext}^2(M,M) \neq 0$?

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Vít Tuček
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