Bibliographic Citation
| Document | For copies of Journal Articles, please contact the Publisher or your local public or university library and refer to the information in the Resource Relation field. For copies of other documents, please see the Availability, Publisher, Research Organization, Resource Relation and/or Author (affiliation information) fields and/or Document Availability. |
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| Title | DETERMINATION OF THE SYMMETRY GROUP OF A QUANTUM SYSTEM ANISOTROPIC OSCILLATOR |
| Creator/Author | Demkov, Yu.N. |
| Publication Date | 1963 Jun 01 |
| OSTI Identifier | OSTI ID: 4689578 |
| Resource Type | Journal Article |
| Resource Relation | Journal Name: Zh. Eksperim. i Teor. Fiz.; Journal Volume: Vol: 44; Other Information: Orig. Receipt Date: 31-DEC-63 |
| Research Org | Leningrad State Univ. |
| Subject | PHYSICS; ANISOTROPY; GROUP THEORY; MATHEMATICS; NUMERICALS; OSCILLATIONS; QUANTITATIVE ANALYSIS; QUANTUM MECHANICS |
| Description/Abstract | The definition of the symmetry group as a group of unitary operators that commute with the hamiltonian is insufficient. Concepts of maximal, minimal, incomplete, and exce ssive symmetry groups are introduced. A procedure for setting up the minimal symmetry group is proposed. For this purpose it is sufficient to choose a group with the required dimensions of irreducible representations. As an illustration the problem posed by Jauch and Hill is solved. The symmetry group of an anisotropic oscillator is determined. (auth) |
| Country of Publication | Country unknown/Code not available |
| Language | Russian |
| Format | Medium: X; Size: Pages: 1007-10 |
| System Entry Date | 2008 Feb 05 |
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Last Updated: 11/19/2009