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Further Discussions on Roots for Polynomial Matrix

Sun Wei-jun

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Abstract

The nature of roots for polynomial matrix in complex number field C is researched by employing the original roots. Furthermore, the nature of roots for polynomial matrix in real number field R and in rational number field Q are also discussed by employing original roots of Jacobson and Frobenius. The means of solving the roots for polynomial matrix in real number field R and in rational number field Q are given.

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What this paper is about

The nature of roots for polynomial matrix in complex number field C is researched by employing the original roots. Furthermore, the nature of roots for polynomial matrix in real number field R and in rational number field Q are also discussed by employing original roots of Jacobson and Frobenius. The means of solving the roots for polynomial matrix in real number field R and in rational number field Q are given.

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Available abstract

The nature of roots for polynomial matrix in complex number field C is researched by employing the original roots. Furthermore, the nature of roots for polynomial matrix in real number field R and in rational number field Q are also discussed by employing original roots of Jacobson and Frobenius. The means of solving the roots for polynomial matrix in real number field R and in rational number field Q are given.

Key concepts: Matrix polynomial, Polynomial matrix, Characteristic polynomial, Mathematics, Field (mathematics), Properties of polynomial roots, Matrix (chemical analysis), Polynomial

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