"Is there a topological groupoid structure on the pair $(Gl(n,\mathbb{R}), O(n))$, with their standard topologies?"

This is already asked here but this linked question is a very general question, so we consider its special case about general linear group, as an independent question.

A topological groupoid structure on a pair $(X,A)$

"Is there a topological groupoid structure on the pair $(Gl(n,\mathbb{R}), O(n))$, with their standard topologies?"

This is already asked here but this linked question is a very general question, so we consider its special case about general linear group, as an independent question.

A topological groupoid structure on a pair $(X,A)$

"Is there a topological groupoid structure on the pair $(Gl(n,\mathbb{R}, O(n))$, with their standard topologies?"

This is already asked here but this linked question is a very general question, so we consider its special case about general linear group, as an independent question.

A topological groupoid structure on a pair $(X,A)$

"Is there a topological groupoid structure on the pair $(Gl(n,\mathbb{R}), O(n))$, with their standard topologies?"

This is already asked here but this linked question is a very general question, so we consider its special case about general linear group, as an independent question.

A topological groupoid structure on a pair $(X,A)$