Shah Jahan

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math.FA2019

Approximative Atomic Systems for operators in Banach spaces

Shah Jahan

$K$ -frames and atomic systems for an operator $K$ in Hilbert spaces were introduced by Gavruta \cite{12} and further studied by Xio, Zhu and Gavruta \cite{21}. In this paper, we ha…

math.FA2019

Approximative $K$ -Atomic Decompositions and frames in Banach Spaces

Shah Jahan

[L. Gavruta, Frames for Operators, Appl. comput. Harmon. Anal. 32(2012), 139-144] introduced a special kind of frames, named $K$ -frames, where $K$ is an operator, in Hilbert spaces…

Approximative Atomic Systems for operators in Banach spaces

Approximative K-Atomic Decompositions and frames in Banach Spaces

Approximative $K$ -Atomic Decompositions and frames in Banach Spaces