Continuous homomorphisms of Arens-Michael algebras (Q1811900)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Continuous homomorphisms of Arens-Michael algebras |
scientific article |
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Continuous homomorphisms of Arens-Michael algebras (English)
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18 June 2003
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Summary: It is shown that every continuous homomorphism of Arens-Michael algebras can be obtained as the limit of a morphism of certain projective systems consisting of Fréchet algebras. Based on this, we prove that a complemented subalgebra of an uncountable product of Fréchet algebras is topologically isomorphic to the product of Fréchet algebras.
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Arens-Michael algebras
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Fréchet algebras
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0.88991976
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0.88922966
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0.8882011
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0.88803136
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0.88714486
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