Kappa-deformed space-time uncertainty relations
Anatol Nowicki
TL;DR
This paper explores the properties of kappa-deformed space-time, focusing on the algebraic structure of its phase space and analyzing two types of uncertainty relations within this framework.
Contribution
It introduces a detailed algebraic construction of kappa-deformed phase space and examines two distinct forms of uncertainty relations in this context.
Findings
Kappa-deformed phase space is constructed as a cross product algebra.
Two types of kappa-deformed uncertainty relations are analyzed.
The study provides insights into the algebraic structure of deformed space-time.
Abstract
We discuss the kappa-deformed phase space obtained as a cross product algebra of the deformed translations algebra and its dual configuration space. We consider two kinds of the kappa-deformed uncertainty relations.
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Taxonomy
TopicsQuantum Mechanics and Applications · Radioactive Decay and Measurement Techniques · Mathematical Analysis and Transform Methods