Twisted tensor product group embeddings and complete partial ovoids on quadrics in \(\text{PG}(2^{t}-1,q)\).
The authors construct families of complete partial ovoids within hyperbolic quadrics of PG\((2^t-1,q)\) all of which attaining the Blokhuis-Moorehouse bound. For the construction the geometry of the groups SL\((2,q^t)\) and Sp\((2m,q^t)\) in their twisted tensor product representation plays a crucial role.
scientific article; zbMATH DE number 2055697
scientific article