1999Unpublished venueRequires access

Solving Process of Nonhomogeneous Linear Differential Equation with Variable Coefficients and Characteristic Repeated Root

Meng Ling

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Abstract

This article has mainly solved two problems about a kind of nonhomogeneous differential equation with variable coefficients:(1)It extended the derogatory principle of nonhomogeneous linear equation with constant coefficients. (2)The general solution and special solution can be obtained under the condition that no solution is known.

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What this paper is about

This article has mainly solved two problems about a kind of nonhomogeneous differential equation with variable coefficients:(1)It extended the derogatory principle of nonhomogeneous linear equation with constant coefficients. (2)The general solution and special solution can be obtained under the condition that no solution is known.

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Available abstract

This article has mainly solved two problems about a kind of nonhomogeneous differential equation with variable coefficients:(1)It extended the derogatory principle of nonhomogeneous linear equation with constant coefficients. (2)The general solution and special solution can be obtained under the condition that no solution is known.

Key concepts: Mathematics, Constant coefficients, Variable (mathematics), Constant (computer programming), Linear differential equation, Mathematical analysis, Differential equation, Root (linguistics)

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