Title: Note on the linear representations of any dimensional Lorentz group and their matrix elements
Abstract: The linear representations of the group SO(n,1) are studied in the space of functions given on the maximal compact subgroup SO(n) without making use of a special parametrization for elements of the group. The scalar products, which are invariant under the transformation by any element of SO(n,1), are introduced into the space together with the action of any representation operator of SO(n,1) on the function. The computation formula for the representation matrix elements is obtained.
Publication Year: 1979
Publication Date: 1979-07-01
Language: en
Type: article
Indexed In: ['crossref']
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Cited By Count: 1
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