2004•Journal of Yl Teachers' CollegeRequires access

The Solution of the Continuance Linear Differential Equation that Coefficient Contain Four Number of Times Function

Sun Chang-jun

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Abstract

To change the continuance linear differential equation that coefficient contains four number of times function into the linear differential equation of successive integral, the anther have found out the theory and methods that solve this kind of equation . And the theorem have been strict proved, and have popularized and introduced it's application.

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What this paper is about

To change the continuance linear differential equation that coefficient contains four number of times function into the linear differential equation of successive integral, the anther have found out the theory and methods that solve this kind of equation . And the theorem have been strict proved, and have popularized and introduced it's application.

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Available abstract

To change the continuance linear differential equation that coefficient contains four number of times function into the linear differential equation of successive integral, the anther have found out the theory and methods that solve this kind of equation . And the theorem have been strict proved, and have popularized and introduced it's application.

Key concepts: Homogeneous differential equation, Linear differential equation, Mathematics, Continuance, Differential equation, First-order partial differential equation, Function (biology), Mathematical analysis

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