摘要
本文简要介绍近年新发展的一种求解非线性代数方程组的理论方法——吴文俊消元法及其在非线性偏微分方程准确解研究中的应用范例。吴方法已在定理机器证明以及数理科学、系统科学、计算机科学等领域的前沿课题和高新技术的研究中获得了成功的应用，它有着广阔的应用潜力和发展前景。
A method for solving nonlinear algebraio equations-Wu Elimition,has been developed by Prof.Wu Wenjun in recent years,and its applications in nonlinear partial differential equation are described briefly;The method can be an unified effective procedure in search for travelling wave solutions of nonlinear evolution equations. It has great potentialities,and it has been applied successfully to the theorem mechanical proving and the modelling of problems in methe-matics,physics,computer science,and so on.
出处
《甘肃科学学报》
1994年第4期23-29,共7页
Journal of Gansu Sciences
关键词
准确解
非线性
偏微分方程
吴文俊消元法
Wu Elimination
nonlinear evolution equations
exact solutions
