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Solving Second Order Linear Differential Equations via Algebraic Invariant Curves

本文檔由 englishpapers 分享于2010-10-13 02:54

The idea to find first integrals for polynomial vector fields via algebraic invariant curves can be traced back to Darboux in the 19th century. In 1983, this approach was further developed by Prelle and Singer to become a semi-decision algorithm for finding elementary first integrals. In this paper, we describe how to extend the Prelle-Singer method to deal with second orde..
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IT計(jì)算機(jī)  —  軟件工程
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Algebraic invariant curves Riccati equations the Prelle-Singer method Kovacics theorem second order linear differential equations46
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algebraic equations invariant curves differential linear
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