10 citations · 23 across the 8 of their papers we have counts for
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math.CT2003★ 2 cited
Group Actions on Posets
Eric Babson, Dmitry N. Kozlov
In this paper we study quotients of posets by group actions. In order to define the quotient correctly we enlarge the considered class of categories from posets to loopfree categor…
math.CO2003★ 9 cited
Complexes of graph homomorphisms
Eric Babson, Dmitry N. Kozlov
is a polyhedral complex defined for any two undirected graphs and . This construction was introduced by Lovász to give lower bounds for chromatic numbers of graph…
math.CO2003
Topological obstructions to graph colorings
Eric Babson, Dmitry N. Kozlov
For any two graphs and Lovász has defined a cell complex having in mind the general program that the algebraic invariants of these complexes should provide obstr…