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Please use this identifier to cite or link to this item: http://hdl.handle.net/123456789/7702

Title: Note on K0-group and C*p-algebras
Authors: Azmi, Fatima M.
Al-Azman, Ibtehal
Keywords: Algebras
Homomorphism
Issue Date: 2008
Publisher: Pushpa publishing house
Citation: JP Journal of Geometry and Topology;1-9
Abstract: The K0-group for unital C*p –algebra is defined. Then it is proven that the K0 -group of unital commutative C∗p-algebra (A, ||.|| p ) is isomorphic to the K0-group of the commutative unital C*p –algebra ( (A, ||.|| p)1 p ). The concept of n-special C*p –algebra was introduced by Azmi in [2]. Let A be an n-special C*p –algebra then the characterization of these algebras as in [2] leads to a surjective group homomorphism from K0(A) to Z, which turns into isomorphism when A is a special C*p –algebra
Description: Department of Mathematics College of Science and Medical Studies King Saud University P. O. Box 22452 Riyadh 11495, Saudi Arabia
URI: http://hdl.handle.net/123456789/7702
Appears in Collections:King Saud University Initial Collection

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