Title : ( Equivalence classes of operators on B(H) )
Authors: Shirin Hejazian , ,
Full TextAbstract
Let L(B(H)) be the algebra of all linear operators on B(H) and P be a property on B(H). For phi 1, phi 2 in L(B(H)) we say that phi 1 hs P -relation with phi 2 whenever phi 1(T) has property P if and only if phi 2(T) has this property. Each property P produces an equivalence class on L(B(H)). We study the relation between equivalence classes with respect to different properties
Keywords
, Fredholm operator, semi-Fredholm operator, generalized invertible, semi-index
@inproceedings{paperid:1014389,
author = {Hejazian, Shirin and , },
title = {Equivalence classes of operators on B(H)},
booktitle = {پنجمین سمینار جبر خطی و کاربردهای آن},
year = {2009},
location = {بابلسر, IRAN},
keywords = {Fredholm operator; semi-Fredholm operator; generalized invertible; semi-index},
}
%0 Conference Proceedings
%T Equivalence classes of operators on B(H)
%A Hejazian, Shirin
%A ,
%J پنجمین سمینار جبر خطی و کاربردهای آن
%D 2009
