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LIPSCHITZ p-APPROXIMATE SCHAUDER FRAMES
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DOI：10.46793/KgJMat2602.217K.png)
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Abstract
En 中文
With the aim of representing subsets of Banach spaces as an infinite series using Lipschitz functions, we study a variant of metric frames which we call Lipschitz p-approximate Schauder frames (Lipschitz p-ASFs). We characterize Lipschitz p-ASFs and their duals completely using the canonical Schauder basis for classical sequence spaces. Similarity of Lipschitz p-ASF is introduced and characterized.
Keywords:
Frame
Lipschitz map
bi-Lipschitz map.
Journal
K
IF:
0.6
Papers:
60
Citations:
0