1305.4869 (J. Kocinski et al.)

The Infinitesimal-Operator Algebras of Continuous Groups with Antilinear
Operations    [PDF]

J. Kocinski, M. Wierzbicki

Continuous groups with antilinear operations of the form $G+a_0G$, where $G$ denotes a linear Lie group, and $a_0$ is an antilinear operation which fulfills the condition $a^2_0=\pm 1$, were defined and their matrix algebras were investigated in \cite{Kocinski4}. In this paper infinitesimal-operator algebras are defined for any group of the form $G+a_0G$, and their properties are determined.

View original: http://arxiv.org/abs/1305.4869