-
metric tensor as the
product of two
vielbeins, one on the left, and one on the right. The
effect of the
vielbeins is to
change the
coordinate system used...
- dimension.
Consider a
classical gravitational field represented by the
vielbein e μ a {\displaystyle e_{\;\mu }^{a}} and a
quantized Fermi field ψ {\displaystyle...
-
between gravity and
particles of
arbitrary spin, it is
useful to use the
vielbein formalism of
general relativity. This
replaces the
metric by a set of vector...
-
commonly appears in the
study of spin connections. Thus, for example, a
vielbein together with a spin connection, when
subject to the
condition of vanishing...
- Weyl
spinors have the
additional advantage that they can be used in a
vielbein for the
metric on a
Riemannian manifold; this
enables the
concept of a...
-
where local com****tions can be done in a
conventional way is
called a
vielbein. A
different way to see this is to note that the
divergence is the codifferential...
-
process (German spelling: Umklappprozess) Vierbein, and
variations such as
vielbein, in
general relativity Zitterbewegung Befehl ist
Befehl Berufsverbot Kritik...
- dX]]]+\cdots } This
variation is
commonly used to
write coordinates and
vielbeins as
pullbacks of the
metric on a Lie group. For example,
writing X = X...
- E11
generalized geometry in
eleven dimensions, and the E7
generalized vielbein-geometry in
eleven dimensions.
While there is no
local coupling between...
- (in
curved space, the
gamma matrices can be
viewed as
being a kind of
vielbein,
although this is
beyond the
scope of the
current article). It is perhaps...
