2008•Unpublished venueRequires access

Solution to the Negative Power Function and the Linear Differential Equation of High-grade Gentle with Lack-One Type

Sun Chang-jun

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Abstract

By studying about the negative power function and the linear differential equation of high-grade gentle with lackone type,the linear differential equation is divided into successive integral linear differential equation and a general solution to this kind of equation is determined.Then the above conclusion is applied in the linear differential equation of high-grade gentle with lack-one type,a general solution has reached and followed by a real differential equation applied for a solution.

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What this paper is about

By studying about the negative power function and the linear differential equation of high-grade gentle with lackone type,the linear differential equation is divided into successive integral linear differential equation and a general solution to this kind of equation is determined.Then the above conclusion is applied in the linear differential equation of high-grade gentle with lack-one type,a general solution has reached and followed by a real differential equation applied for a solution.

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Available abstract

By studying about the negative power function and the linear differential equation of high-grade gentle with lackone type,the linear differential equation is divided into successive integral linear differential equation and a general solution to this kind of equation is determined.Then the above conclusion is applied in the linear differential equation of high-grade gentle with lack-one type,a general solution has reached and followed by a real differential equation applied for a solution.

Key concepts: First-order partial differential equation, Universal differential equation, Linear differential equation, Mathematics, Differential equation, Homogeneous differential equation, Exact differential equation, Mathematical analysis

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