Locally compact group
In mathematics, a locally compact group is a topological group G for which the underlying topology is locally compact and Hausdorff. Locally compact groups are important because many examples of groups that arise throughout mathematics are locally compact and such groups have a natural measure called the Haar measure. This allows one to define integrals of Borel measurable functions on G so that standard analysis notions such as the Fourier transform and spaces can be generalized.
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Locally compact group
In mathematics, a locally compact group is a topological group G for which the underlying topology is locally compact and Hausdorff. Locally compact groups are important because many examples of groups that arise throughout mathematics are locally compact and such groups have a natural measure called the Haar measure. This allows one to define integrals of Borel measurable functions on G so that standard analysis notions such as the Fourier transform and spaces can be generalized.
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Eine lokalkompakte Gruppe ist ...... tand der harmonischen Analyse.
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In de topologie en de groepent ...... gemeende fouriertransformatie.
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In mathematics, a locally comp ...... scribed by Pontryagin duality.
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Um grupo localmente compacto, ...... nir integrais de funções em G.
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Un groupe localement compact e ...... eurs applications en physique.
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有限群の表現論の結果の多くは群上平均化することによって証明さ ...... アーベル群の表現論はポントリャーギン双対によって記述される。
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737,087,837
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Eine lokalkompakte Gruppe ist ...... tand der harmonischen Analyse.
@de
In de topologie en de groepent ...... e definiëren op functies op G.
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In mathematics, a locally comp ...... and spaces can be generalized.
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Um grupo localmente compacto, ...... nir integrais de funções em G.
@pt
Un groupe localement compact e ...... eurs applications en physique.
@fr
有限群の表現論の結果の多くは群上平均化することによって証明さ ...... アーベル群の表現論はポントリャーギン双対によって記述される。
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Groupe localement compact
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Grupo localmente compacto
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Locally compact group
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Lokaal compacte groep
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Lokalkompakte Gruppe
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局所コンパクト群
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