Jerry's Digital Garden

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/Part 4: Measure Theory and Integration/Chapter 30: Integration on Locally Compact Groups/Section 30.3: The Modular Function

Definition 30.3.2 (Unimodular).label Let $G$ be a locally compact group, then $G$ is unimodular if $\Delta_{G} = 1$.

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Jerry's Digital Garden

BibliographyComments