Application of Finite Expansion in Elliptic Functions to Solve Differential Equations

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概要

• 論文の詳細を見る

• In order to solve certain class of ordinary differential equation, its solution is ex-panded in finite power series of p(x) and d p / cox, where p(x) is any function satisfying(d p /dx)'= I' b.p(.v)'. This power series systematically yields exact solutions of non-linear equations, such as the 5th KdV, Kuramoto, Fisher arad other dispersive anddiffusive equation.lnon-linear equations, elliptic functions, even functions, odd functions, general- l1 ized KdV equation, Kuramoto equation, Fisher equationY

• 社団法人日本物理学会の論文
• 1989-12-15

著者

• Gildemar C.

  Department Of Physics Faculty Of Science Nagoya University

• Santos Gildemar

  Department of Physics,Faculty of Science,Nagoya University

関連論文

• Application of Finite Expansion in Elliptic Functions to Solve Differential Equations
• Integrability of the 2-D Non-Linear Schroedinger Equation

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