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The infinitesimal symmetry $\delta=\epsilon[Q,\cdot]$$\delta=\frac{\epsilon}{i\hbar}[\cdot,Q]$ for particle (anti-particle) conservation is as usually generated by the corresponding Noether charge $Q$, i.e. the total number operator for particles (anti-particles), respectively.

The infinitesimal symmetry $\delta=\epsilon[Q,\cdot]$ for particle (anti-particle) conservation is as usually generated by the corresponding Noether charge $Q$, i.e. the total number operator for particles (anti-particles), respectively.

The infinitesimal symmetry $\delta=\frac{\epsilon}{i\hbar}[\cdot,Q]$ for particle (anti-particle) conservation is as usually generated by the corresponding Noether charge $Q$, i.e. the total number operator for particles (anti-particles), respectively.

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Qmechanic
  • 213.1k
  • 48
  • 590
  • 2.3k

The infinitesimal symmetry $\delta=\epsilon[Q,\cdot]$ for particle (anti-particle) conservation is as usually generated by the corresponding Noether charge $Q$, i.e. the total number operator for particles (anti-particles), respectively.