Unimodular group | Article about Unimodular group by The Free Dictionary
Haar measure (redirected from Unimodular group)
Haar measure[′här ‚mezh·ər]
A measure on the Borel subsets of a locally compact topological group whose value on a Borel subset U is unchanged if every member of U is multiplied by a fixed element of the group.
References in periodicals archive
We recall that [GL.sub.n] (Z) represents the unimodular group
which consists of all the invertible n x n-matrices with entries in Z.
Commonly class of type I and unimodular groups
are compact groups.
G and G" both are unimodular groups
. f : G [arrow right] + G" is an open homomorphism.