journal article
Oct 01, 1968
Unitary Representations of the Generalized Poincaré Groups
Abstract
The problem of the explicit construction of unitary representations is solved for the generalized inhomogeneous Poincaré groups ISL(n, C) and their subgroups. As a key to the solution, a method is developed to find the generalized Wigner operator, which transforms a given n2 momentum to the standard one. Results are also specified for the U(m, m) subgroup of the group ISL(2m, C).
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References
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1
Citations
23
References
Details
- Published
- Oct 01, 1968
- Vol/Issue
- 9(10)
- Pages
- 1517-1526
Authors
Cite This Article
Yuri V. Novozhilov, Igor A. Terentjev (1968). Unitary Representations of the Generalized Poincaré Groups. Journal of Mathematical Physics, 9(10), 1517-1526. https://doi.org/10.1063/1.1664483
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