What question did this study set out to answer?

This research aims to explore the algebraic structures and symmetries inherent in non-commutative quantum phase spaces.

April 19, 2026Open Access

A Study of Lie Algebraic Structures and Symmetries in Non-commutative Quantum Phase Spaces

YMYashank MittalShri Jagdishprasad Jhabarmal Tibrewala University DSDr. NARENDRA SWAMI

Key Points

This research aims to explore the algebraic structures and symmetries inherent in non-commutative quantum phase spaces.
Investigation of mathematical formulations related to lie algebraic structures.
Analysis of symmetry properties within quantum phase spaces.
Application of theoretical frameworks in the context of quantum mechanics.
Identified key properties of non-commutative quantum phase spaces related to symmetry.
Established connections between lie algebra structures and quantum phenomena.
Proposed new models that integrate algebraic insights into quantum theory.

Abstract

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