Let it be a disjoint sum of tensors associated to matrix multiplication. The rank of the tensorial powers of t is bounded by an expression involving the elements of t and an exponent for matrix multiplication. This relation leads to a trascendental equation defining a new exponent for matrix multiplication.
Some properties of disjoint sums of tensors related to matrix multiplication
1982
Abstract
Let it be a disjoint sum of tensors associated to matrix multiplication. The rank of the tensorial powers of t is bounded by an expression involving the elements of t and an exponent for matrix multiplication. This relation leads to a trascendental equation defining a new exponent for matrix multiplication.File in questo prodotto:
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Descrizione: Some properties of disjoint sums of tensors related to matrix multiplication
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