Compact Lambert Type Operators Between Two l^p Spaces
Yousef Estaremi, Mohammadreza Jabbarzadeh
TL;DR
This paper studies the conditions under which weighted Lambert type operators are compact when acting between two Lp spaces, providing insights into their functional properties.
Contribution
It introduces new criteria for the compactness of weighted Lambert type operators between Lp spaces, expanding understanding of their operator-theoretic behavior.
Findings
Characterization of compact Lambert type operators between Lp spaces
Necessary and sufficient conditions for compactness
Extension of existing theories on weighted operators
Abstract
In this paper we investigate compactness of weighted Lambert type operators between two Lp spaces
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Taxonomy
Topicsadvanced mathematical theories · Advanced Differential Geometry Research