Christian Bey
The Erd{\H o}s-Ko-Rado Bound of the Function Lattice
Preprint series: Preprints aus dem Fachbereich Mathematik, Universitt Rostock
05D05 Extremal set theory
06A07 Combinatorics of partially ordered sets
Abstract: We answer the following question:
When does a $k$-uniform family generated by some rank $t$
element in the function lattice have maximum size among all $k$-uniform
$t$-intersecting families?
Keywords: Erd{\H o}s-Ko-Rado bound, function lattice, intersecting family