Wave Solutions of Nonlinear Mathematical Physical Equations

Author: Li Zhibin
Publisher:
Publish Date: 2007-01-01
Features: This book introduces some popular computational nonlinear mathematical physics equations in recent years at home and abroad, especially algebraic methods for analytical traveling wave solutions of nonlinear development equations, including the mixed exponential method, homogeneous balance method, hyperbolic function expansion method, and Jacobian elliptic function expansion method. Through a large number of examples, it introduces the basic principles and specific applications of each method as well as their computer implementation in an accessible manner. This book is suitable for senior undergraduate and graduate students in science and engineering, as well as relevant scientific and technical personnel for reference. It is also suitable for researchers in archaeology, ceramic history, and faculty and students of relevant disciplines in universities and colleges.