- from tensors, the
superspace covariant derivative constructs superfields from
superfields.
Perhaps the most
studied concrete superspace in
physics is d...
-
promoted to operators.
Superfields were
introduced by
Abdus Salam and J. A.
Strathdee in a 1974 article.
Operations on
superfields and a
partial classification...
-
supersymmetric term by term in the Lagrangian). The MSSM
contains vector superfields ****ociated with the
Standard Model gauge groups which contain the vector...
- ****igns a Z 2 {\displaystyle \mathbb {Z} _{2}}
matter parity to the
chiral superfields with the
matter fields having odd
parity and the
Higgs having even parity...
- {\displaystyle \Omega }
appropriately into
constituent superfields, then V {\displaystyle V}
contains a
vector superfield A μ {\displaystyle A_{\mu }}
while Ω {\displaystyle...
- is a (complex) SU(5) × U(1)χ × Z2
invariant cubic polynomial in the
superfields which has an R-charge of 2. It is a
linear combination of the following...
- are two
possible ways to
obtain an
action from a set of
superfields:
Integrate a
superfield on the
whole superspace spanned by x 0 , 1 , 2 , 3 {\displaystyle...
-
functions of spacetime,
without developing a
theory of
superspace or
superfields,
which appear later in the article. The
Lagrangian of the free, m****less...
- SU(4) × SU(2)L × SU(2)R and U(1)R
invariant cubic polynomial in the
superfields. It is a
linear combination of the
following terms: S S ( 4 , 1 , 2 )...
-
fermionic coordinates.
There exists a
special kind of
superfields, the so-called
chiral superfields, that only
depend on the
variables θ but not
their conjugates...
