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A locally compact Hausdorff topological group is said to be \emph{\PMlinkescapetext{unimodular}} if
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A locally compact Hausdorff topological group is said to be \emph{unimodular} if
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| its left Haar measure is equal to its right Haar measure. |
its left Haar measure is equal to its right Haar measure. |
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| For example, an Abelian group or a compact group is unimodular. |
For example, an Abelian group or a compact group is unimodular. |
