On computing joint invariants of vector fields
| Author | Azad, H. | |
| Author | Biswas, I. | |
| Author | Ghanam, R. | |
| Author | Mustafa, M.T. | |
| Available date | 2015-12-29T12:54:35Z | |
| Publication Date | 2015-11 | |
| Publication Name | Journal of Geometry and Physics | |
| Identifier | http://dx.doi.org/10.1016/j.geomphys.2015.07.007 | |
| Citation | Azad H., Biswas I., Ghanam R., Mustafa M.T., On computing joint invariants of vector fields, (2015) Journal of Geometry and Physics, 97, pp. 69-76 | |
| ISSN | 0393-0440 | |
| URI | http://hdl.handle.net/10576/4006 | |
| Abstract | A constructive version of the Frobenius integrability theorem-that can be programmed effectively-is given. This is used in computing invariants of groups of low ranks and recover examples from a recent paper of Boyko etal. (2009). | |
| Language | en | |
| Publisher | Elsevier | |
| Subject | Casimir invariants | |
| Subject | Joint invariants | |
| Subject | Symmetry method | |
| Title | On computing joint invariants of vector fields | |
| Type | Article | |
| Pagination | 69-76 | |
| Volume Number | 97 |
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Mathematics, Statistics & Physics [276 items ]