The Multiple Exact Solutions for the Variable Coefficient KdV Equation
Lin Tian, Jia Qing Miao
Abstract
Lin Tian, Jia Qing Miao
Abstract
The auxiliary differential equation method has recently been proposed ,It is introduced to construct more new exact solutions for the variable coefficient KdV equations. As a result , hyperbolic function solutions, trigonometric function solutions, and elliptic function solutions rational function solutions with parameters are obtained.
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The auxiliary differential equation method has recently been proposed ,It is introduced to construct more new exact solutions for the variable coefficient KdV equations. As a result , hyperbolic function solutions, trigonometric function solutions, and elliptic function solutions rational function solutions with parameters are obtained.
Key concepts: Korteweg–de Vries equation, Variable coefficient, Mathematics, Hyperbolic function, Variable (mathematics), Trigonometric functions, Function (biology), Rational function