Title : ( Approximately Quasi Inner Generalized Dynamics on Modules )
Authors: M. Mosadeq , M. Hassani , Asadollah Niknam ,
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Abstract
We investigate some properties of approximately quasi inner generalized dynamics and quasi approximately inner generalized derivations on modules. In particular, we prove that if A is a C*-algebra, δ is the generator of a generalized dynamics {}ttRT∈ on an A-bimodule M satisfying 1tT≤ and there exist two sequences {}{} , nnbc of self adjoint elements in A such that for all x in a core 0D for δ, ()lim( )nnnxicxxbδ→∞=−, then {}ttRT∈ is approximately quasi inner.
Keywords
(quasi approximately inner) Generalized derivation; (inner) Generalized isomorphism; (approximately quasi inner) Generalized dynamics
@article{paperid:1037264,
author = {M. Mosadeq and M. Hassani and Niknam, Asadollah},
title = {Approximately Quasi Inner Generalized Dynamics on Modules},
journal = {Journal of Sciences, Islamic Republic of Iran},
year = {2012},
volume = {23},
number = {3},
month = {October},
issn = {1016-1104},
pages = {245--250},
numpages = {5},
keywords = {(quasi approximately inner) Generalized derivation; (inner) Generalized isomorphism; (approximately quasi inner) Generalized dynamics},
}
%0 Journal Article
%T Approximately Quasi Inner Generalized Dynamics on Modules
%A M. Mosadeq
%A M. Hassani
%A Niknam, Asadollah
%J Journal of Sciences, Islamic Republic of Iran
%@ 1016-1104
%D 2012
