Author/Authors :
Ahmadi Moosavi ، Zahra Department of Pure Mathematics - Faculty of Mathematics and Computer - Shahid Bahonar University of Kerman , Nazari ، Akbar Department of Pure Mathematics - Faculty of Mathematics and Computer - Shahid Bahonar University of Kerman
Abstract :
In this paper we introduce controlled *-g-frame and *-g-multipliers in Hilbert C*-modules and investigate the properties. We demonstrate that any controlled *-g-frame is equivalent to a *-g-frame and define multipliers for (C,C )- controlled*-g-frames.
Keywords :
* , g , multiplier , controlled * , g , frame , controlled * , g , Bessel sequence , (C , C ) , controlled * , g , frame , (C , C ) , controlled * , g , multiplier operator
