Presented By: Geometry Seminar - Department of Mathematics
GeomTopDyn Seminar: Images of algebraic groups and mixing properties.
Elyasheev Leibtag (Weizman)
Let G be an algebraic group over a local field.
We will show that generally the image of G under an arbitrary continuous homomorphism into a (Hausdorff) topological group is closed. We will show how mixing properties of unitary representations follow from this topological property.
We will show that generally the image of G under an arbitrary continuous homomorphism into a (Hausdorff) topological group is closed. We will show how mixing properties of unitary representations follow from this topological property.