Approximate identities in extensions of topologically nilpotent Banach algebras

by P.G.Dixon and G.A.Willis

Proc. Roy. Soc. Edin. A, 122 (1992), 45-52.

1991 Mathematics Subject Classification: primary 46J05; secondary 46H05, 46J45.

Abstract

In commutative Banach algebras with factorization, the existence of an identity (bounded approximate identity) modulo a topologically nilpotent radical implies the existence of a global identity (bounded approximate identity), respectively.

Availability

Reprints of the paper available on request: e-mail P.Dixon with extension  @sheffield.ac.uk.


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