Metric-deformed Heisenberg algebras unify known q-deformed versions and support construction of a q-Dirac operator from the deformed D'Alembertian whose square yields the deformed Klein-Gordon operator.
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2026 2verdicts
UNVERDICTED 2representative citing papers
Introduces metric-deformed q-gauge theories via a deformed covariant derivative tied to spacetime-dependent metric factors and constructs corresponding gauge-invariant actions for Yang-Mills and fermions.
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Metric-Deformed Heisenberg Algebras and the $q$-Dirac Operator
Metric-deformed Heisenberg algebras unify known q-deformed versions and support construction of a q-Dirac operator from the deformed D'Alembertian whose square yields the deformed Klein-Gordon operator.
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A Metric-Deformed $q$-Gauge Dirac Equation
Introduces metric-deformed q-gauge theories via a deformed covariant derivative tied to spacetime-dependent metric factors and constructs corresponding gauge-invariant actions for Yang-Mills and fermions.