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Classification conjecture for maximum $(d,t)$ -EKR sets in dual polar graphs
Let $Y$ be a maximum-size $(d,t)$ -EKR set of generators in a polar space of rank $d$ and type parameter $e$ , meaning that any two members of $Y$ meet in dimension at least $d-t$ . A…
Conjectureopenekr-theory extremal-combinatorics polar-spacesarXiv posted 2 days ago

Classification conjecture for maximum (d,t)(d,t)(d,t)-EKR sets in dual polar graphs