Title of article :
MathLie a program of doing symmetry analysis Original Research Article
Author/Authors :
G. Baumann، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 1998
Pages :
19
From page :
205
To page :
223
Abstract :
We discuss the capabilities of MathLie in supporting the symmetry analysis of differential equations. MathLie is a computer algebra program written in Mathematica 3.0 and capable to carry out different types of symmetry calculations for ordinary as well as for partial differential equations. MathLie determines point symmetries, non-classical symmetries, potential symmetries, approximate symmetries, and generalized symmetries for partial differential equations. Three examples, the Harry–Dyme, the turbulent burst equations, and the Zabolotskaya–Khoklov equation demonstrate the application of MathLie in connection with point symmetries. We also present similarity solutions of these equations.
Keywords :
Symmetry analysis , Zabolotskaya–Khoklov equation , Point symmetries , MathLie , Harry–Dyme equation
Journal title :
Mathematics and Computers in Simulation
Serial Year :
1998
Journal title :
Mathematics and Computers in Simulation
Record number :
853469
Link To Document :
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