Effective
Quantum Field Theories| Effective
Quantum Field Theories |
In General > s.a. [techniques in
quantum field theory]; anomalies; heat.
@ Introductions and reviews: Burgess hp/98-in;
Ecker ht/05-in; Weinberg a0908-in
[past and future].
@ General references: Schwinger PR(51);
DeWitt PRP(75);
Ellicott & Toms
NPB(89)
[covariant under general field redefinitions]; Blau et al IJMPA(91)-a0906 [one-loop
effective action in a constant electromagnetic field]; D'Hoker & Weinberg PRD(94)hp;
Scharnhorst IJTP(97)
[functional integral equation]; Dalvit ht/98-PhD;
Barvinsky & Mukhanov
PRD(02)ht [calculation
of non-local part]; Branchina et al EPJC(04)ht/03 [and
quantum equations of motion]; Raab mp/07 [representation];
Shore NPB(07)
[superluminality and UV completion]; Schakel 08 [in
condensed matter].
@ Effective potential: Norimatsu et al PRD(87);
O'Connor & Stephens
PRD(88);
Hochberg et al cm/99,
PRE(99)cm [stochastic
partial differential equations], PhyA(00)cm/99 [massless
KPZ equation], JSP(00)cm/99 [reaction-diffusion-decay
system].
@ Effective field theory in curved spacetime:
Kleinert & Chervyakov
IJMPA(03);
Shapiro ht/04-in
[applications]; Fucci JMP(09)-a0906 [scalar
and spinor field electrodynamics].
@ Heat kernel method: Antonsen & Bormann ht/97 [Schwarzschild,
s = 0, 1/2, 1], ht/99 [FRW
models,
s = 0, 1/2, 1];
Avramidi NPPS(02)mp/01 [rev],
a0812-in [for quantum gravity].
@ Scalar fields: Haba ht/02 [
4 in
quantized metric].
@ Conceptual: Castellani SHPMP(02)phy/01 [and
reductionism].
@ Related topics: Georgi PRL(07)
+ pw(07)jun
['unparticle' stuff].
At Finite Temperature > s.a. quantum
field theory in curved backgrounds.
@ General references: Zinn-Justin hp/00-ln
[intro]; Sarkar et al IJP(02)ht/00 [spectral
representation of propagator].
@ Integrable field theories: Mussardo JPA(01)ht;
Delfino JPA(01)
[1-point functions].
@ Other theories: Toms cm/96 [and
BEC]; Añaños JMP(06)
[scalar 6 field
in 2+1].
Quantum Gravity > s.a. [semiclassical
general relativity]; action
for general relativity; loop quantum cosmology.
@ General references: DeWitt PRL(81);
Huggins et al NPB(87);
Odintsov PLB(91);
Buchbinder et al 92; Vilkovisky CQG(92);
Donoghue PRD(94)gq [quantum
corrections], ht/94-in
[intro], HPA(96)gq, gq/97-in
[review]; DeWitt & Molina-Paris
MPLA(98)ht;
Burgess LRR(04)
[rev]; Avramidi a0903;
Espriu & Puigdomenech a0910-ln
[quantum corrections to Newton's law].
@ One-loop effective theory: Espriu et al PLB(05)gq [and
cosmology]; > s.a. covariant quantum gravity.
@ Effective average action approach: Daum & Reuter a0910-in [effective potential];
> s.a. quantum-gravity renormalization.
@ Applications: Hartle PRL(77)
[graviton production in the early universe].
@ Related topics: Reuter PRD(98)ht/96 [evolution
equation]; Bonanno & Reuter
PRD(02)ht/01,
PLB(02)ap/01 [and
quantum cosmology, renormalization]; > s.a. modified
newtonian gravity.
Gauge Theories > s.a. yang-mills
theories.
@ In QED: Dittrich & Reuter 85; Gies PRD(99)hp [at finite T],
PRD(00)hp/99 [finite T and B].
@ In QCD: Mocsy et al hp/04-in;
> s.a. QCD phenomenology.
@ In Yang-Mills gauge theory: Frolov & Slavnov NPB(90);
DeWitt & Molina-Paris
ht/95; Freyhult
IJMPA(02)
[SU(2)]; Haba ht/02 [in
quantized metric]; Arnone
et al PRD(03)ht/02 [gauge-invariant];
Bilal AP(08)
[gauge invariance]; Avramidi a0903;
Dietrich PRD(09)-a0904 [and
fluctuations
around classical configurations].
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send feedback and suggestions to bombelli at olemiss.edu – modified 22
oct 2009