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- W404174370 abstract "We point out the minimal polynomials of the matrix pair with the sum and product being equal are mutually determined, furthermore, we prove there exists the unique polynomial pair such that the matrix pair with the sum and product being equal represent each other, simultaneously, we obtain the computational formulas of those polynomial pairs. Moreover, we generalize and improve the corresponding results with the constrained conditions, and show that the polynomial representations for the matrix pair with the sum and product being equal are without constrained conditions." @default.
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- W404174370 date "2013-11-30" @default.
- W404174370 modified "2023-10-16" @default.
- W404174370 title "The polynomial representations for the matrix pair with the sum and product being equal without any constrained conditions" @default.
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