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math.RA2017
A dimension bound for subspaces of symmetric bilinear forms in terms of the number of different ranks
Rod Gow
Let K be a field of characteristic different from 2 and let V be a vector space of dimension n over K. Let M be a non-zero subspace of symmetric bilinear forms defined on V x V and…
math.RA2017
Rank-related dimension bounds for subspaces of bilinear forms over finite fields
Rod Gow
Let q be a power of a prime and let V be a vector space of finite dimension n over the field of order q. Let Bil(V) denote the set of all bilinear forms defined on V x V, let Symm(…