Topics in Noncommutative Geometry Inspired Physics
Rabin Banerjee, Biswajit Chakraborty, Subir Ghosh, Pradip Mukherjee,, Saurav Samanta
TL;DR
This review explores recent applications of noncommutative geometry in physics, including its roles in many-body systems, relativity, gauge theories, and gravity, highlighting ongoing developments and potential implications.
Contribution
It provides a comprehensive overview of recent advances in applying noncommutative geometry to various physical theories and models.
Findings
Noncommutative many-body systems exhibit novel quantum properties.
Extensions of relativity with noncommutative structures modify kinematic frameworks.
Twisted gauge theories and noncommutative gravity offer new insights into fundamental interactions.
Abstract
In this review article we discuss some of the applications of noncommutative geometry in physics that are of recent interest, such as noncommutative many-body systems, noncommutative extension of Special Theory of Relativity kinematics, twisted gauge theories and noncommutative gravity.
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