| Title | Computer Algebra and Constrained Dynamics |
| Author(s) | Vladimir P. Gerdt |
| Type | Article in Journal |
| Abstract | In this paper we apply the algorithmic techniques of commutative computer algebra based on the use of involutive polynomial bases to finite-dimensional constrained Hamiltonian systems of polynomial type. It is shown that as well as reduced Groebner bases involutive bases allows one to compute the complete set of constraints and separate them into the first and second classes. |
| Keywords | involutive polynomial bases, Hamiltonian systems, set of constraints |
| Length | 8 |
| File |
|
| URL |
http://invo.jinr.ru/papers.phtml |
| Language | English |
| Journal | "Problems of Modern Physics" |
| Series | JINR D2-99-263 |
| Pages | 164-171 |
| Year | 2000 |
| Editor | A.N.Sisakian and D.I.Trubetskov |
| Edition | 0 |
| Translation |
No |
| Refereed |
No |
| Institution |
JINR (Joint Institute for Nuclear Research) |
