Noncommutativity as a mapping of paths
J.M. Carmona, J.L. Cortes, J. Indurain, D. Mazon
TL;DR
This paper proposes a novel interpretation of noncommutativity in quantum mechanics as a mapping of paths, offering a new perspective on quantum behavior.
Contribution
It introduces a reinterpretation of noncommutativity as a path-mapping at the quantum level, providing a fresh conceptual framework.
Findings
Reinterprets noncommutativity in quantum mechanics
Proposes a path-mapping approach to noncommutativity
Offers new insights into quantum path structures
Abstract
A reinterpretation of noncommutativity as a mapping of paths is proposed at the level of quantum mechanics.
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Taxonomy
TopicsNoncommutative and Quantum Gravity Theories · Algebraic structures and combinatorial models · Quantum Mechanics and Applications