TL;DR
This paper explores the hypothesis that the operator ordering ambiguity in quantum theories may be related to the existence of particle generations, using concepts from lattice theory and non-commutative geometry.
Contribution
It introduces a novel perspective linking operator ordering ambiguities to the concept of generations through discretization rules and mathematical frameworks.
Findings
Proposes a connection between ordering ambiguity and generations.
Utilizes lattice theory and non-commutative geometry to explore this relationship.
Suggests a new approach to understanding particle generations.
Abstract
The well known operator ordering ambiguity could motivate the existence of generations. This possibility is explored by exploiting the relationship between ordering and discretization rules. Context is drawn from lattice theory and non commutative geometry.
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Taxonomy
TopicsYouth Education and Societal Dynamics