MathLie a computer algebra program for symmetry analysis. We discuss the application of the computer algebra program MathLie in connection with Lie’s theory of point transformations. The essential points of Lie’s transformation theory are discussed. The terms introduced in Lie’s theory are connected with computer algebra functions. These functions allow a direct calculation of the mathematical terms. The heavenly equation is used to demonstrate the application of MathLie.
Keywords for this software
References in zbMATH (referenced in 10 articles , 1 standard article )
Showing results 1 to 10 of 10.
- Volkmann, J.; Baumann, G.: Symmetry analysis of $(2+1)$ dimensional Doebner-Goldin equations (2004)
- Butcher, J.; Carminati, J.; Vu, K. T.: A comparative study of some computer algebra packages which determine the Lie point symmetries of differential equations (2003)
- Volkmann, Jörg; Südland, Norbert; Schmid, Ronald; Engelmann, Joachim; Baumann, Gerd: Symmetry analysis of the Doebner-Goldin equations (2002)
- Baumann, Gerd: \itMathLie a computer algebra program for symmetry analysis (2000)
- Baumann, Gerd: Symmetry analysis of differential equations with Mathematica. With CD-ROM (2000)
- Baumann, G.: Symmetry analysis of differential equations using MATHLIE (1999)
- Baumann, Gerd: Solution of ordinary differential equations with MathLie: method of canonical variables (1999)
- Ganzha, V. G. (ed.); Mayr, E. W. (ed.); Vorozhtsov, E. V. (ed.): Computer algebra in scientific computing. CASC ’99. Proceedings of the 2nd workshop, Munich, Germany, May 31 - June 4, 1999 (1999)
- Baumann, Gerd: \itMathLie a program of doing symmetry analysis (1998)
- Baumann, G.: Symmetry analysis of differential equations with MATHEMATICA (1997)