K. Tyros

6 citations · 6 across the 3 of their papers we have counts for

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math.CO2012

Oscilation stability for continuous monotone surjections

Stevo Todorcevic, Konstantinos Tyros

We prove that for every integer $b ⩾ 2$ and positive real $ε$ there exists a finite number $t$ such that for every finite coloring of the nondecreasing surjections…

math.CO2012

Subsets of Products of Finite Sets of Positive Upper Density

Stevo Todorcevic, Konstantinos Tyros

In this note we prove that for every sequence $(m_{q})_{q}$ of positive integers and for every real $0 < δ ⩽ 1$ there is a sequence $(n_{q})_{q}$ of positive integers such that for…