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典型文献

Optimal System and Invariant Solutions of the Hyperbolic Geometric Flow

文献摘要：

By analyzing Lie symmetric algebra of the hyperbolic geometric flow,the one-dimensional optimal system of the symmetries to the equation is obtained,and we use similarity reduction to find the reduced equation.By solving the reduced equations,the invariant solutions of the hyperbolic geometric flow are finally obtained.

文献关键词：

中图分类号：

[1] 天文学、地球科学（P） / 地球物理学（P3） / 空间物理（P35）

[2] 医药、卫生（R） / 基础医学（R3） / 病理学（R36） / 病理过程（R364）

[3] 数理科学和化学（O） / 力学（O3） / 振动理论（O32） / 非线性振动（O322）

作者姓名：

Han Zhang;Zenggui Wang

作者机构：

School of Mathemtics Science,Liaocheng University,Liaocheng 252000,China

文献出处：

数学研究（英文）

引用格式：

[1]Han Zhang;Zenggui Wang-.Optimal System and Invariant Solutions of the Hyperbolic Geometric Flow)[J].数学研究（英文）,2022(03):271-280

A类：

B类：

Optimal,System,Invariant,Solutions,Hyperbolic,Geometric,Flow,By,analyzing,Lie,symmetric,algebra,hyperbolic,geometric,flow,one,dimensional,optimal,system,symmetries,is,obtained,we,use,similarity,reduction,find,reduced,solving,equations,invariant,solutions,are,finally

AB值：

0.702276

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