BOUJ..LDEDNESSOF APPROXIMATE IDENTITIES IN LMC ALGEBRAS

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ANSARI PIRI E.

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Journal: JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY) Year:2002 | Volume:2 | Issue:1-2 Page(s): 1-6

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Information Journal Paper

Title

BOUJ..LDEDNESSOF APPROXIMATE IDENTITIES IN LMC ALGEBRAS

Author(s)

ANSARI PIRI E. | Issue Writer Certificate

Keywords

LMC -ALGEBRASQ4

COHEN FACTORIZATION THEOREMQ4

BOUNDED APPROXIMATE IDENTITIESQ4

Abstract

To prove the famous COHEN FACTORIZATION THEOREM, even in Banach algebras, having a bounded approximate identity has special importance. In extending the Cohen's theorem to topological algebras, we not only use an approximate identity, but some more powerful boundedness is also needed. Here we recall an open problem about uniformly BOUNDED APPROXIMATE IDENTITIES on complete metrizable LMC algebras, and try to answer it.

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APA: Copy

ANSARI PIRI, E.. (2002). BOUJ..LDEDNESSOF APPROXIMATE IDENTITIES IN LMC ALGEBRAS. JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY), 2(1-2), 1-6. SID. https://sid.ir/paper/44124/en

Vancouver: Copy

ANSARI PIRI E.. BOUJ..LDEDNESSOF APPROXIMATE IDENTITIES IN LMC ALGEBRAS. JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY)[Internet]. 2002;2(1-2):1-6. Available from: https://sid.ir/paper/44124/en

IEEE: Copy

E. ANSARI PIRI, “BOUJ..LDEDNESSOF APPROXIMATE IDENTITIES IN LMC ALGEBRAS,” JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY), vol. 2, no. 1-2, pp. 1–6, 2002, [Online]. Available: https://sid.ir/paper/44124/en

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