1 problem

Converse to the finite-core-point criterion up to normalizer equivalence
Normalizer-equivalence conjecture. If $\operatorname{Fix}(G)^{\perp}$ contains a rational $G$ -invariant subspace other than $\{0\}$ and $\operatorname{Fix}(G)^{\perp}$ itself, then…
opencore-points integer-optimization permutation-groups
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04

Converse to the finite-core-point criterion up to normalizer equivalence