superfield वाक्य
उदाहरण वाक्य
मोबाइल
- More precisely, this transformation changes the phase of a chiral superfield.
- However, a vector superfield depends on all coordinates.
- The supersymmetry variation with supersymmetry parameter ? of a superfield ? is defined to be
- The generic kind of superfields, typically a vector superfield, indeed depend on all these coordinates.
- "R " is a scalar valued chiral superfield derivable from the supervielbeins and spin connection.
- The role of the additional fundamental meson superfield M in the dual theory is very crucial in matching the anomalies.
- The R-charge of the Weyl fermion in a chiral superfield is one less than the R-charge of the superfield.
- The R-charge of the Weyl fermion in a chiral superfield is one less than the R-charge of the superfield.
- In terms of the components, it is proportional simply to the last auxiliary D-term of the superfield " V ".
- A scalar is never the highest component of a superfield, whether it appears in a superfield at all depends on the dimension of the spacetime.
- A scalar is never the highest component of a superfield, whether it appears in a superfield at all depends on the dimension of the spacetime.
- Applying an infinitesimal supersymmetry transformation to a chiral superfield results in yet another chiral superfield whose F-term, in particular, changes by a total derivative.
- Applying an infinitesimal supersymmetry transformation to a chiral superfield results in yet another chiral superfield whose F-term, in particular, changes by a total derivative.
- Every superfield, i . e . a field that depends on all coordinates of the superspace, may be expanded with respect to the new fermionic coordinates.
- For a superconformal field theory, the anomalous scaling dimension of a chiral superfield D = \ frac { 3 } { 2 } R where R is the R-charge.
- A superfield is a function defined in superspace which properly packages the various fields of a supermultiplet, namely, the array of fermion and boson fields related among themselves by supersymmetry.
- W _ \ alpha W _ \ beta is also a chiral superfield and we see that what acquires a nonzero VEV is not the F-term of this chiral superfield.
- W _ \ alpha W _ \ beta is also a chiral superfield and we see that what acquires a nonzero VEV is not the F-term of this chiral superfield.
- One may then define derivatives in the Grassmann directions, which take the first order term in the expansion of a superfield to the zeroeth order term and annihilate the zeroeth order term.
- The fact that the covariant derivatives anticommute with the supercharges means the supersymmetry transformation of a covariant derivative of a superfield is equal to the covariant derivative of the same supersymmetry transformation of the same superfield.
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