- In
theoretical physics, the
Rarita–Schwinger
equation is the
relativistic field equation of spin-3/2
fermions in a four-dimensional flat spacetime. It...
-
Siccia rarita is a moth in the
family Erebidae. It was
described by Lars Kühne in 2007. It is
found in Kenya. De Prins, J. & De Prins, W. (2019). "Siccia...
-
William Rarità (March 21, 1907 – July 8, 1999) was an
American theoretical physicist who
mainly worked on
nuclear physics,
particle physics and relativistic...
-
proverb "familiarity
breeds contempt":
parit enim
conversatio contemptum,
raritas conciliat admirationem (familiarity
breeds contempt,
rarity brings admiration)...
- the theory.
Higher spin
analogues include the
Proca equation (spin 1),
Rarita–Schwinger
equation (spin 3⁄2), and, more generally, the Bargmann–Wigner...
-
integral formulation Phase space Equations Klein–Gordon
Dirac Weyl
Majorana Rarita–Schwinger
Pauli Rydberg Schrödinger
Interpretations Bayesian Consistent...
-
transformation Kramers'
theorem Pauli equation Pauli–Lubanski
pseudovector Rarita–Schwinger
equation Representation theory of SU(2) Spin
angular momentum...
-
integral formulation Phase space Equations Klein–Gordon
Dirac Weyl
Majorana Rarita–Schwinger
Pauli Rydberg Schrödinger
Interpretations Bayesian Consistent...
-
integral formulation Phase space Equations Klein–Gordon
Dirac Weyl
Majorana Rarita–Schwinger
Pauli Rydberg Schrödinger
Interpretations Bayesian Consistent...
- matter. If it exists, it is a
fermion of spin 3/2 and
therefore obeys the
Rarita–Schwinger equation. The
gravitino field is
conventionally written as ψμα...
