- Then a
superfield is a
field on
superspace which is
valued in such a representation. Naïvely, or when
considering flat superspace, a
superfield can simply...
-
Zumino studied,
using modern terminology,
dynamics of a
single chiral superfield (composed of a
complex scalar and a
spinor fermion)
whose cubic superpotential...
-
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...
-
superfield,
which tends to
automatically be
complex valued. We may
identify the
complex conjugate of a
chiral superfield as an anti-chiral
superfield...
-
space to itself,
which are
called superfields. The
above algebraic relations imply that, if we
expand our
superfield as a
power series in Θ and Θ*, then...
- over
chiral superspace has to have an R-charge of 2. A
chiral superfield X is a
superfield which satisfies D ¯ α ˙ ^ X = 0 {\displaystyle {\overline {D}}_{\hat...
- adjoint-valued real
superfield V {\displaystyle V} ,
fixed to be in Wess–Zumino gauge. The
theory is
defined in
terms of a
superfield arising from taking...
- D-term is the
final term in the
expansion of a
vector superfield over
fermionic coordinates. A
superfield is a
field that
depends on all
coordinates of the...
-
every field and its
superpartner can be
written together as a
superfield. The
superfield formulation of
supersymmetry is very
convenient to
write down...
- {\displaystyle \phi } is a
scalar field appearing in an
expansion of
superfields in the theory. The
potential must
vanish on the
moduli space of vacua...
