Application of new R\'enyi uncertainty relations to wave packet revivals
Francisco de los Santos, Clara Guglieri, Elvira Romera
TL;DR
This paper introduces new Rényi entropy-based uncertainty relations to analyze wave packet revivals and fractional revivals, providing a novel approach to understanding quantum wave dynamics.
Contribution
It presents newly derived Rényi entropy uncertainty relations applied to wave packet phenomena, advancing quantum analysis methods.
Findings
Effective characterization of wave packet revivals
Enhanced understanding of fractional revivals
Novel application of Rényi entropies in quantum dynamics
Abstract
Wave packet revivals and fractional revivals are studied by means of newly derived uncertainty relations that involve R\'enyi entropies and position and momentum dispersions.
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