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On the Praticular Solution of the Nonhomogeneous Systems with constant coefficients

Wu Shun

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Abstract

Let dYdx=AY+F be a nonhomogeneous systems with constant coefficients.In this paper we prove that the particular solution of the nonhomogeneous systems can be obtained by means of the method of undetermined coefficients when the vector function F is itself a particular solution of some homogeneous linear systems with constant coefficients.

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What this paper is about

Let dYdx=AY+F be a nonhomogeneous systems with constant coefficients.In this paper we prove that the particular solution of the nonhomogeneous systems can be obtained by means of the method of undetermined coefficients when the vector function F is itself a particular solution of some homogeneous linear systems with constant coefficients.

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Available abstract

Let dYdx=AY+F be a nonhomogeneous systems with constant coefficients.In this paper we prove that the particular solution of the nonhomogeneous systems can be obtained by means of the method of undetermined coefficients when the vector function F is itself a particular solution of some homogeneous linear systems with constant coefficients.

Key concepts: Constant (computer programming), Constant coefficients, Mathematics, Homogeneous, Mathematical analysis, Function (biology), Applied mathematics, Computer science

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