Almost linear Nash groups

Abstract

A Nash group is said to be almost linear if it has a Nash representation with finite kernel. Structures and basic properties of these groups are studied.

The definition of "Nash map" is corrected. In the first version, it is correct only when the codomain is an affine Nash manifold

Cited by in corpus (2)

• Conservation relations for local theta correspondence
• Uniqueness of Rankin-Selberg periods