Boris Bukh

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Name Boris Bukh
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13
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Angle of a regular simplex

jan 31 11 at 12:51 Joseph O'Rourke 43.2k●1●49●214

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12
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6
answers
866
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Elementary solutions to f(z+1)-f(z)=g(z) in entire functions

nov 7 09 at 18:05 fedja 19.4k●2●46●94

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7
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1
answer
1k
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Entropy of the Ising model

jul 25 11 at 2:13 Will Orrick 1,280●1●5●15

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5
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4
answers
348
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Software for rigorous optimization of real polynomials

jun 1 10 at 2:51 Noah Stein 4,351●1●9●26

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2
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1
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462
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Helm’s improvement to Beck-Fiala theorem

oct 24 09 at 11:53 Thomas Sauvaget 1,417●5●23

 

46

Answers
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65
Awfully sophisticated proof for simple facts
44
Why does the Riemann zeta function have non-trivial zeros?
25
Most memorable titles
22
Favorite popular math book
17
What programming languages do mathematicians use?
16
Theorems for nothing (and the proofs for free)
15
Famous mathematical quotes
15
Is there a non self-referencing non-computable function?
13
Erdős-Szekeres for first differences
12
Careless packing
10
Can a discrete set of the plane of uniform density intersect all large triangles?
9
Interesting families of sparse graphs?
9
Are any good strategies known for Erdos-Turan conjecture on additive bases of order two?
8
Is a sequence of the following type uniformly distributed modulo 1?
7
How To Present Mathematics To Non-Mathematicians?
7
Advances and difficulties in effective version of Thue-Roth-Siegel Theorem
7
Dimension of incomplete matrix over finite fields.
6
What is the shortest route to Roth’s theorem?
6
Triangle-free Lemma
5
k-pseudorandom measures
5
“half arithmetic progressions” in dense sets
5
Primes are pseudorandom?
5
Examples of sequences whose asymptotics can’t be described by elementary functions
5
A mixing property for finite fields of characteristic $2$
4
Ruzsa-type inequalities for additive energy
4
Detecting whether directed cycle is clockwise or counterclockwise
4
what is the best book to learn fractals
4
f(f(x))=exp(x)-1 and other functions “just in the middle” between linear and exponential.
3
Extremal question on matrices
3
Erdős–Stone theorem type edge density estimates for bipartite graphs?
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