Abstract
A realization of Poincaré-Lie algebra in terms of noncommutative differential calculus was constructed. Corresponding relativistic quantum mechanics was considered.
Keywords
Physics
Noncommutative geometry
Quantum differential calculus
Differential calculus
Lie algebra
Lie conformal algebra
Algebra over a field
Noncommutative quantum field theory
Graded Lie algebra
Mathematical physics
Differential (mechanical device)
Noncommutative algebraic geometry
Universal enveloping algebra
Pure mathematics
Quantum mechanics
Mathematics
Subject Areas
Algebraic structures and combinatorial models
·Geometry and Topology ·Physical Sciences
Advanced Topics in Algebra
·Algebra and Number Theory ·Physical Sciences
Advanced Algebra and Geometry
·Mathematical Physics ·Physical Sciences
Citations by Year
2012: 1
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