- tensors, a
spinor transforms to its
negative when the
space rotates through 360° (see picture). It
takes a
rotation of 720° for a
spinor to go back to...
-
relates a four-component
spinor to its
charge conjugate. As a 2×2
differential equation acting on a
complex two-component
spinor,
resembling the Weyl equation...
-
Killing spinor is a term used in
mathematics and physics. By the more
narrow definition,
commonly used in mathematics, the term
Killing spinor indicates...
- In
quantum field theory, the
Dirac spinor is the
spinor that
describes all
known fundamental particles that are fermions, with the
possible exception of...
-
physical properties of
spinor condensates,
including their ground states, non-equilibrium dynamics, and vortices. The
study of
spinor condensates was initiated...
- the
space of
spinors Δ n {\displaystyle \Delta _{n}} . A
section of the
spinor bundle S {\displaystyle {\mathbf {S} }\,} is
called a
spinor field. Let (...
-
stratification by the
orbit types of the
spinor representation on the
irreducible spinor (or half-
spinor) modules. Pure
spinors,
defined up to projectivization...
- are
special functions defined over the sphere. The
spinor spherical harmonics are the
natural spinor analog of the
vector spherical harmonics.
While the...
- Look up
spin or
spinning in Wiktionary, the free dictionary.
Spin or
spinning most
often refers to:
Spin (physics) or
particle spin, a
fundamental property...
- a
spin structure on an
orientable Riemannian manifold (M, g)
allows one to
define ****ociated
spinor bundles,
giving rise to the
notion of a
spinor in...
