An auxiliary field has no kinetic term and can be eliminated algebraically. The complex field F in a chiral superfield balances bosonic and fermionic degrees of freedom off shell.
Ancestors (8)
- Chiral superfield
- Superfield
- Superspace
- Four-dimensional N=1 supersymmetry
- Supersymmetry
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- Algebraic torsion of a Dirac field
- Chiral-superfield component expansion
- Chiral superfield constrained by a nilpotent superfield
- D-term
- Finite zero-energy vacuum for a single exponential superpotential
- Goldstino
- Hidden supersymmetry-breaking sector
- Higgs chiral doublet
- Nilpotent chiral superfield
- Off-shell component count of minimal supergravity
- Old-minimal supergravity
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- Supergravity auxiliary field
- Supergravity moment-map constraint on D-term breaking
- Superspace gauge connection
- Supersymmetric Liouville equation
- Supersymmetric relation between quartic and Yukawa couplings
- Supersymmetry transformation
- Trilinear scalar vertices in the Wess–Zumino model
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An auxiliary field can refer to a couple of concepts depending on the context in which it is being used. Below are a few interpretations based on different domains: 1. **Mathematics/Physics**: In theoretical physics, particularly in the context of field theories, auxiliary fields are additional fields introduced to simplify calculations or formulate certain theories. For example, in supersymmetry, auxiliary fields can be added to superspace to ensure that certain properties (like invariance) hold true.