the
chern class
of a
line bundle
, L, over a
complex manifold
M is
. This means a whitney sum of
line bundle
s will have a
chern class
of
. This means an arbitrary
vector bundle
s can be approximated by a whitney sum of
line bundle
s.
source
psfile
jl@crush.caltech.edu
index
chern_class
. This means a whitney sum of line bundles will have a chern class
of 
. This means an arbitrary vector bundles can be approximated by
a whitney sum of line bundles.