1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.CO2026
New Upper bounds on the Mondrian Art Problem
Thomas Garrison, Chris Seiler, Aliaksei Semchankau
We present a new upper bound on the defect of the Mondrian Art Problem. The Mondrian Art Problem asks for a partition of an square with rectangles of distinct dimensio…
math.CO2026
Structure theory of set addition with two operations
Aliaksei Semchankau, Ilya Shkredov
We take the first step toward a structure theory that includes both operations of a ring . More precisely, we prove a series of inverse results for the structure of se…
math.NT2022★ 1 cited
On the sequence
A. Grebennikov, A. Sagdeev, A. Semchankau +1
We prove, that the sequence produces at least distinct residues modulo prime . Moreover, factorials on an interval $\mathcal{I} \…