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Yaroslav Bulatov

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316

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Widely accepted mathematical results that were later shown to be wrong?

Feb 15 at 19:37 Martin Sleziak 4,232

209

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140

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44k

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Fundamental Examples

examples soft-question big-picture big-list ho.history-overview

Apr 18 '19 at 16:43 Justin Rogers 3

129

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26k

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Jokes in the sense of Littlewood: examples? [closed]

soft-question big-list examples

Dec 3 at 19:13 David 103

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104k

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Google question: In a country in which people only want boys [closed]

pr.probability co.combinatorics

May 30 '13 at 18:11 Steven Landsburg 19.8k

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69k

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Sum of 'the first k' binomial coefficients for fixed n

co.combinatorics binomial-coefficients

Sep 20 '18 at 8:40 YCor 42.6k

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14k

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Is there a natural random process that is rigorously known to produce Zipf's law?

pr.probability st.statistics stochastic-processes

Jan 23 '14 at 19:25 S Palmer 61

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Why is the Gaussian so pervasive in mathematics?

gm.general-mathematics pr.probability

Feb 26 at 7:32 Tom Copeland 6,427

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Spectral graph theory: Interpretability of eigenvalues and -vectors

graph-theory intuition

Jun 26 '14 at 22:19 Community♦ 1

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Generalizations of the Birkhoff-von Neumann Theorem

co.combinatorics convexity convex-polytopes

Mar 25 '20 at 12:37 Yuval Filmus 1,666

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answers

37k

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Difference between a 'calculus' and an 'algebra'

lambda-calculus combinatory-algebra proof-theory

Sep 2 '13 at 14:30 Ricardo Sanchez-Saez 101

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answers

803

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Covering a random graph with spanning trees.

graph-theory co.combinatorics pr.probability matroid-theory oc.optimization-and-control

Nov 23 '10 at 1:21 Mohit Singh 163

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answers

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How to characterize a Self-avoiding path.

random-walks co.combinatorics discrete-mathematics symbolic-dynamics formal-languages

Oct 13 '10 at 9:49 Community♦ 1

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answer

417

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Potts model simulation

pr.probability simulation markov-chains

Mar 5 '11 at 0:57 JustTemper 31

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How unhelpful is graph minors theorem?

computational-complexity graph-theory co.combinatorics

Jan 2 '10 at 3:18 Rune 2,278

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504

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Is there any efficient solution of the matrix equation AXB + (AXB)' + cX = D

linear-algebra convex-optimization matrix-equations

Nov 18 '18 at 8:00 Community♦ 1

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answer

639

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Question regarding divergence

it.information-theory pr.probability fa.functional-analysis

Aug 18 '10 at 8:39 has2 468

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answers

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Independence of P = NP?

computational-complexity set-theory

Feb 23 '11 at 0:32 Community♦ 1

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answers

151

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When does an infinite product of random matrices have finite expected norm?

oc.optimization-and-control random-matrices

Aug 18 at 18:36 Yaroslav Bulatov 2,097

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Widely accepted mathematical results that were later shown to be wrong?

Fundamental Examples

Jokes in the sense of Littlewood: examples? [closed]

Google question: In a country in which people only want boys [closed]

Sum of 'the first k' binomial coefficients for fixed n

Is there a natural random process that is rigorously known to produce Zipf's law?

Why is the Gaussian so pervasive in mathematics?

Spectral graph theory: Interpretability of eigenvalues and -vectors

Generalizations of the Birkhoff-von Neumann Theorem

Difference between a 'calculus' and an 'algebra'

Covering a random graph with spanning trees.

How to characterize a Self-avoiding path.

Potts model simulation

How unhelpful is graph minors theorem?

Is there any efficient solution of the matrix equation AXB + (AXB)' + cX = D

Question regarding divergence

Independence of P = NP?

When does an infinite product of random matrices have finite expected norm?