A Noether charge is the spatial integral Q=∫j0d3x of a Noether current. It is time-independent when the current has vanishing flux through the spatial boundary, and in a Hamiltonian formulation it generates the associated continuous symmetry.
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- Charge-constrained scalar-field scaling
- Charged oscillator basis of a scalar doublet
- Conserved charge
- Fermionic bilinear charge algebra
- Ghost-number Noether current
- Noether current for a first-derivative scalar field
- Noether current for a spacetime symmetry
- Non-topological soliton
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- Q-ball
- Scalar-field shift symmetry
- Sextic unique-vacuum Q-ball potential
- Spin from Grassmann bilinears
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