Title : ( Jordan structures and generalized Jordan derivations )
Authors: mohamad gholampour , Shirin Hejazian ,
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Abstract
We prove that every generalized Jordan derivation from a JB*-algebra into itself or into its dual is continuous. We also show that every generalized Jordan derivation from a C*-algebra into any Banach Jordan module is continuous.
Keywords
, generalized homomorphism, generalized jordan derivation, C*-algebra, JB*-algebra
@inproceedings{paperid:1063177,
author = {Gholampour, Mohamad and Hejazian, Shirin},
title = {Jordan structures and generalized Jordan derivations},
booktitle = {سومین سمینار نظریه عملگرها و کاربردهای آن},
year = {2017},
location = {مشهد, IRAN},
keywords = {generalized homomorphism; generalized jordan derivation; C*-algebra; JB*-algebra},
}
%0 Conference Proceedings
%T Jordan structures and generalized Jordan derivations
%A Gholampour, Mohamad
%A Hejazian, Shirin
%J سومین سمینار نظریه عملگرها و کاربردهای آن
%D 2017
