Jozefien D'haeseleer, Maarten De Boeck
Published 2019-02-04Version 1
In this article, we study degree one Cameron-Liebler sets of generators in all finite classical polar spaces, which is a particular type of a Cameron-Liebler set of generators in this polar space, [9]. These degree one Cameron-Liebler sets are defined similar to the Boolean degree one functions, [15]. We summarize the equivalent definitions for these sets and give a classification result for the degree one Cameron-Liebler sets in the polar spaces W(5,q) and Q(6,q).
Cameron-Liebler sets of generators in finite classical polar spaces
On $m$-ovoids of finite classical polar spaces with an irreducible transitive automorphism group
Cameron-Liebler sets in permutation groups
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