Given a not necessarily normal subgroup $H$ of a group $G$, is it possible to define some short of generalized Haar measure on the quotient $G/H$?
In particular it should agree with the usual Haar measure in the case of $H$ normal.
Given a not necessarily normal subgroup $H$ of a group $G$, is it possible to define some short of generalized Haar measure on the quotient $G/H$?
In particular it should agree with the usual Haar measure in the case of $H$ normal.
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