A note on Erd\"os-Ko-Rado sets of generators in Hermitian polar spaces
Abstract
The size of the largest Erd os-Ko-Rado set of generators in the finite classical polar space is known for all polar spaces except for H(2d-1,q2) when d 5 is odd. We improve the known upper bound in this remaining case by using a variant of the famous Hoffman's bound.
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