Gaeta G Nonlinear Symmetries and Nonlinear Equations 1994
Lun Jun 06, 2022 9:16 pm
[/center]
pdf | 12.26 MB | English | Isbn: 978-9401044431 | Author: G. Gaeta | Year: 1994
[/center]
Description:
The study of (nonlinear) dift"erential equations was S. Lie's motivation when he created what is now known as Lie groups and Lie algebras; nevertheless, although Lie group and algebra theory flourished and was applied to a number of dift"erent physical situations -up to the point that a lot, if not most, of current fun damental elementary particles physics is actually (physical interpretation of) group theory -the application of symmetry methods to dift"erential equations remained a sleeping beauty for many, many years. The main reason for this lies probably in a fact that is quite clear to any beginner in the field. Namely, the formidable comple:rity ofthe (algebraic, not numerical!) computations involved in Lie method. I think this does not account completely for this oblivion: in other fields of Physics very hard analytical computations have been worked through; anyway, one easily understands that systems of dOlens of coupled PDEs do not seem very attractive, nor a very practical computational tool.
Download from RapidGator
Download from DDownload
https://rapidgator.net/file/0ba31debe0b1f482dc9f6e6aafbe603d/
[/center]
https://ddownload.com/qslnch3lutqw
- Numerical Methods - Nonlinear Equations, Numerical Calculus, & Differential Equations
- Handbook of Nonlinear Partial Differential Equations
- Finite Difference Methods for Nonlinear Evolution Equations
- Dodd R Solitons and Nonlinear Wave Equations 1982
- Nonlinear Second Order Elliptic Equations - Mingxin Wang
Permisos de este foro:
No puedes responder a temas en este foro.