Let $G$ a semisimple group over $k$ and $k$ algebraically closed.
Let $G(k((t)))$ the corresponding indscheme, does it satisfies the Jacobson property, say closed points are dense in it?
Let $G$ a semisimple group over $k$ and $k$ algebraically closed. Let $G(k((t)))$ the corresponding indscheme, does it satisfies the Jacobson property, say closed points are dense in it? 

