The rank of a matrix can be expressed as the least number of sums of direct products into which the matrix can be decomposed. Some applications to nets of linear threshold elements are given.
Decomposition of a matrix as sums of direct products. Applications to neural networks / DE LUCA, Aldo; Ricciardi, LUIGI MARIA. - In: CALCOLO. - ISSN 0008-0624. - STAMPA. - 6:2(1969), pp. 225-237. [10.1007/BF02576155]
Decomposition of a matrix as sums of direct products. Applications to neural networks
DE LUCA, ALDO;RICCIARDI, LUIGI MARIA
1969
Abstract
The rank of a matrix can be expressed as the least number of sums of direct products into which the matrix can be decomposed. Some applications to nets of linear threshold elements are given.File in questo prodotto:
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