Spinor Bundle
Given a
differentiable manifold
M
with a
tetrad
of
signature
(
p
,
q
) over it, a
spinor bundle
over
M
is a
vector SO(p,q)-bundle
over
M
such that its
fiber
is a
spinor
representation
of
Spin
(
p
,
q
),
the
double cover
of the
special orthogonal group
SO
(
p
,
q
). Spinor bundles inherit a
connection
from a connection on the
vector bundle
V
(see
tetrad
). When
p
+
q
≤ 3
there are some further possibilities for
covering groups
of the orthogonal group, so other
bundles
(
anyonic
bundles). See also
associated bundle
.
<< Previous
Word Browser
Next >>
zinovi petrovich rozhdestvenski
arg max
redshirts
zeitoun
list of famous gay, lesbian or bisexual composers
trinity (disambiguation)
franc 2d&3d
miles kington
virasoro algebra
mongane wally serote
pah wraith
list of composers of african descent
meta systems
trafalgar castle school
stephen watson
camp x
london naval conference
cloister
1900 in science
port of kyllini
list of afrikaans language poets
1901 in science
list of television stations in manitoba
president of malta
air transat
1902 in science
anwar ibrahim
emd sd80mac
1903 in science
jemima
abdullah ahmad badawi
kyllini
peter w. barlow
jarvis cocker
1899 in science
1827 in science
lambeth bridge
race blind
kyllini (elia), greece
athole shearer
1944 in science
eric partridge
1894 in science
giffen good
Copyright 2005-2009 OnPedia.com. All Rights Reserved