An Extension of Young's Inequality
Flavia Corina Mitroi, Constantin P. Niculescu
TL;DR
This paper extends Young's inequality to absolutely continuous measures and explores various applications, broadening its mathematical scope and utility.
Contribution
It introduces a novel extension of Young's inequality applicable to absolutely continuous measures, expanding its theoretical framework.
Findings
Extended Young's inequality to new measure contexts
Demonstrated applications in analysis and probability
Provided proofs and potential for further research
Abstract
Young's inequality is extended to the context of absolutely continuous measures. Several applications are included.
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