Noncommutative SU(N) and Gauge Invariant Baryon Operator
Chong-Sun Chu, Harald Dorn
TL;DR
This paper introduces a noncommutative SU(N) gauge theory derived from a U(N) framework and constructs a gauge-invariant baryon operator within this setting.
Contribution
It proposes a new constraint to define a noncommutative SU(N) gauge group and constructs the corresponding baryon operator, advancing noncommutative gauge theory.
Findings
Defined a noncommutative SU(N) gauge group from U(N)
Constructed a gauge-invariant baryon operator in noncommutative setting
Provides a foundation for further noncommutative gauge theory research
Abstract
We propose a constraint on the noncommutative gauge theory with U(N) gauge group which gives rise to a noncommutative version of the SU(N) gauge group. The baryon operator is also constructed.
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