Showing papers by "Jožef Stefan Institute published in 1973"
TL;DR: Givone and Roesser state a "two-dimensional" analog of the Cayley-Hamilton theorem: every square matrix satisfies its characteristic equation.
Abstract: Givone and Roesser [1] state a "two-dimensional" analog of the Cayley-Hamilton theorem: every square matrix satisfies its characteristic equation. Readers may be interested in a proof different from the one given in [1].
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