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1
Covariant perturbation theory II. Second order in the curvature (Nucl.Phys.B)
Barvinsky
,
Vilkovisky.
vilkovisky
g.a
barvinsky
curvature
covariant
perturbation
а.о
effective
covariantperturbation
eqs
expansion
tensor
function
phys
behaviour
kernel
obtained
curvatures
dewitt
functions
trace
calculation
infinity
total
appendix
euclidean
factors
integrals
riemann
asymptotic
bianchi
nonlocal
derivatives
equations
metric
perturbations
contribution
identities
quantum
vanish
vanishing
arbitrary
equation
exp
matrix
notation
powers
ricci
schwinger
zeroth
Year:
1990
Language:
english
File:
DJVU, 327 KB
Your tags:
0
/
0
english, 1990
2
Covariant perturbation theory III. Spectral representations (Nucl.Phys.B 333)
Barvinsky
,
Vilkovisky.
spectral
function
vilkovisky
functions
g.a
barvinsky
effective
а.о
factors
covariantperturbation
covariant
equations
euclidean
integrals
phys
triangle
triple
delta
formula
graph
obtained
perturbation
weight
dm2
ju2
nonlocal
triangular
variables
curvature
eqs
explicit
forms
formulae
masses
reduction
simplest
vacuum
argument
arguments
coupling
cubic
expansion
holland
introducing
massless
moscow
negative
quantum
representations
setting
Year:
1990
Language:
english
File:
DJVU, 96 KB
Your tags:
0
/
0
english, 1990
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