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比利时vs摩洛哥足彩 ,
university of california san diego

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math 269 - combinatorics

jozsef solymosi

ucsd

on a problem of ron graham

abstract:

we give a quantitative proof that forsufficiently large n=n(c), every subset of$[n]^2$ of size at least $cn^2$ contains a square, i.e. four pointswith coordinates {(a,b),(a+d,b),(a,b+d),(a+d,b+d)}.

host:

october 15, 2002

4:00 pm

ap&m 7321

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