Flow monotonicity and Strichartz inequalities
Jonathan Bennett, Neal Bez, Marina Iliopoulou
TL;DR
This paper explores the fundamental monotonicity properties that underpin well-known sharp Strichartz inequalities in Euclidean space, providing new insights into their mathematical structure.
Contribution
It uncovers complete monotonicity properties that explain the sharpness of classical Strichartz inequalities in Euclidean space.
Findings
Identifies monotonicity properties underlying sharp inequalities
Provides a new framework for understanding Strichartz inequalities
Enhances mathematical understanding of inequality structures
Abstract
We identify complete monotonicity properties underlying a variety of well-known sharp Strichartz inequalities in euclidean space.
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