Groups normalized by the odd unitary group

Abstract

We will give a definition of quadratic forms on bimodules and prove the sandwich classification theorem for subgroups of the general linear group $\mathrm{GL}(P)$ normalized by the elementary unitary group $\mathrm{EU}(P)$ if $P$ is a nondegenerate bimodule with large enough hyperbolic part.

The replacement has been made, since I needed to include the gratitude to the sponsor of my institute. I also added a couple of links in the bibliography and fixed some misprints