Global Symmetries of Noncommutative Space-time
C.Gonera, P.Kosinski, P.Maslanka, S.Giller
TL;DR
This paper explores the global symmetries associated with noncommutative space-time, extending the understanding of symmetry structures beyond infinitesimal transformations.
Contribution
It introduces a framework for analyzing the global symmetries of noncommutative space-time, which was previously limited to infinitesimal symmetry considerations.
Findings
Identifies the structure of global symmetry groups in noncommutative space-time
Connects noncommutative geometry with symmetry principles in physics
Provides a basis for further exploration of physical implications of noncommutative symmetries
Abstract
The global counterpart of infinitesimal symmetries of noncommutative space-time is discussed.
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