Proves a Hermitian hull-variation theorem for vector rank-metric codes and constructs MRD codes attaining every admissible hull dimension using scaled trace-self-dual bases in finite field extensions.
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Hermitian hull-variation of vector rank-metric codes and self-orthogonal generalized Gabidulin codes
Proves a Hermitian hull-variation theorem for vector rank-metric codes and constructs MRD codes attaining every admissible hull dimension using scaled trace-self-dual bases in finite field extensions.