G.S. Rathore
Department of Mathematics and Statistics, University college of Science, M.L.S. University, Udaipur, Rajasthan, India.
[ 1 ] - Generalized Continuous Frames for Operators
In this note, the notion of generalized continuous K- frame in a Hilbert space is defined. Examples have been given to exhibit the existence of generalized continuous $K$-frames. A necessary and sufficient condition for the existence of a generalized continuous $K$-frame in terms of its frame operator is obtained and a characterization of a generalized continuous $K$-frame for $ mathcal{H} $ wi...
Co-Authors