Unitary representations of the algebra of the general covariance group

A. B. Borisov


Abstract: New series of unitary representations of the algebra of general covariance group Diff $R^N$ are constructed, which are of interest for physical applications. Matrix representations for generators are obtained. The unitary representations of the group Diff $R^N$ are shown to possess nonlinear realizations of symmetry.

Received: 26.11.1976

 English version: Theoretical and Mathematical Physics, 1977, 33:3, 1116–1118

Bibliographic databases:

•