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In the present paper we focus our research on calculating minors of weighing matrices of order n and weight n−k, denoted by W(n,n−k). We provide analytical determinant computations, counting techniques for specifying the existence of certain submatrices inside a W(n,n−k) and an algorithm for computing the (n−j)×(n−j) minors of a W(n,n−k), which is realized with the notion of symbolic manipulation...
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