Lp-spaces on locally compact groups
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AbstractIn this paper, some relations between L p-spaces on locally compact groups are found. Applying these results proves that for a locally compact group G, the convolution Banach algebras L p(G) ∩ L 1(G) (1 < p ≤ ∞), and A p(G) ∩ L 1(G) (1 < p < ∞) are amenable if and only if G is discrete and amenable.
2007 ◽
Vol 76
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pp. 49-54
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2009 ◽
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pp. 227-238
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2012 ◽
Vol 86
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pp. 119-125
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2012 ◽
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pp. 315-321
1974 ◽
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pp. 274-284
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1968 ◽
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pp. 87-91
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2012 ◽
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1967 ◽
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pp. 433-454
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