2001Unpublished venueRequires access

SPECIAL SOLUTION AND INTEGRATING FACTOR OF SECOND ORDER ORDINARY DIFFERENTIAL EQUATION WITH VARIABLE COEFFICIENTS

Zheng Guo

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Abstract

In view of two basic solutions to second order ordinary differential equation with variable coefficients, the paper discusses the methods of seeking special solution to holographic homogeneous differential equation and the methods of seeking integration factor

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What this paper is about

In view of two basic solutions to second order ordinary differential equation with variable coefficients, the paper discusses the methods of seeking special solution to holographic homogeneous differential equation and the methods of seeking integration factor

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Available abstract

In view of two basic solutions to second order ordinary differential equation with variable coefficients, the paper discusses the methods of seeking special solution to holographic homogeneous differential equation and the methods of seeking integration factor

Key concepts: Homogeneous differential equation, Ordinary differential equation, Integrating factor, Exact differential equation, Bernoulli differential equation, Variable (mathematics), Mathematics, Homogeneous

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