ON MINIMAL SETS OF $(0,1)$ -MATRICES WHOSE PAIRWISE PRODUCTS FORM A BASIS FOR $M_{n}(\mathbb{F})$
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DOI: 10.1017/s000497271800076x
Abstract: Three families of examples are given of sets of $(0,1)$ -matrices whose pairwise products form a basis for the underlying full matrix algebra. In the first two families, the elements have rank at most two… read more here.
Keywords: matrices whose; pairwise; pairwise products; products form ... See more keywords