Seiberg–Witten map and quantum phase effects for neutral Dirac particle on noncommutative plane

@article{Ma2016SeibergWittenMA,
  title={Seiberg–Witten map and quantum phase effects for neutral Dirac particle on noncommutative plane},
  author={Kai Ma and Jian-hua Wang and Huan-xiong Yang},
  journal={Physics Letters B},
  year={2016},
  volume={756},
  pages={221-227}
}
Noncommutative Effects on the Fluid Dynamics and Modifications of the Friedmann Equation
  • Kai Ma
  • Mathematics
    Advances in High Energy Physics
  • 2018
We propose a new approach in Lagrangian formalism for studying the fluid dynamics on noncommutative space. Starting with the Poisson bracket for single particle, a map from canonical Lagrangian
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