Quantum Cosmology Models

Models and Effects in General > s.a. meta-materials; minisuperspace.
@ Bounces: Battisti & Marcianò PRD(10)-a1010 [from the dipole approximation of lqg]; Brustein & Schmidt-Sommerfeld a1209 [big-crunch-to-big-bang transition]; Coutant PRD(14)-a1404 [time and unitarity]; de Haro PLB(16)-a1511 [with positive spatial curvature]; Gryb & Thébault CQG(18)-a1801, CQG(18)-a1801 [k = 0 FLRW].
@ In spin-foam models: Vidotto JPCS(11)-a1011, CQG(11); Bianchi et al PRD(11)-a1101, Han PRD(11) [with cosmological constant]; Hellmann PRD(11)-a1105 [expansions]; Livine & Martín-Benito CQG(13)-a1111 [effective dynamics]; Rennert & Sloan CQG(13), CQG(14)-a1308 [homogeneous anisotropic models]; Vilensky CQG(17)-a1611; Bahr et al PRD(17)-a1704; > s.a. phenomenology.
@ Other models: Linde JCAP(04)ht [compact topologically non-trivial]; Alesci & Cianfrani EPL(13)-a1210, Alesci a1303-MG13 [and lqg]; Cianfrani et al EPL(16)-a1507 [cyclic universe from lqg]; Hartle a1511 [model quantum universe including us]; Robles-Pérez a2002-proc [universe-antiuniverse pair creation].
@ Numerical simulations: Ganguly et al a1912 [on IBM's quantum computer].

Phenomenology: see phenomenology of quantum cosmology / FLRW models; inflation; singularities; GUP phenomenology [Kantowski-Sachs model].
In loop quantum cosmology: see lqc models and phenomenology [including bounces].

Inhomogeneous Models, Perturbations and Fields > s.a. cosmic microwave background; quantum cosmological perturbations.
@ Inhomogeneous models: Hervik CQG(01); Benini & Montani CQG(07)gq/06 [inhomogeneous mixmaster]; Bojowald et al PRD(12)-a1210 [as dynamical systems of discrete patches]; Cianfrani a1303-MG13 [as truncation of lqg]; Bojowald JCAP(19)-a1810, a1906 [non-bouncing solutions]; > s.a. minisuperspace models.
@ Black-hole formation: Fang & Li PLB(86); Bousso & Hawking PRD(96)gq [during inflation]; Wu IJMPD(97)gq/98 [with Hartle-Hawking boundary conditions], MPLA(00)gq/99 [topological], GRG(01)gq/99 [BTZ], gq/98, MPLA(99)gq [in (A)dS]; > s.a. kerr spacetime.

In Generalized Theories > s.a. higher-order gravity; scalar-tensor theories and brans-dicke theory; string phenomenology.
@ Higher dimensions: Halliwell NPB(86); Embacher G&C(95)gq/94; Mansouri & Nasseri PRD(99)gq [varying dimension]; Darabi et al CQG(00)gq [non-compact 5D Kaluza-Klein]; Peng et al IJTP(02)gq/01; > s.a. brane cosmology.
@ Signature transitions / fluctuations: Dereli et al CQG(93); Dzhunushaliev gq/02-conf.
@ Supersymmetry: Macías et al IJMPA(93); D'Eath 96; Moniz IJMPA(96) [rev]; Obregón & Ramírez PRD(98); Macías et al PRD(98) [physical states]; Assaoui & Lhallabi PLB(01); D'Eath in(03)gq/05; Vargas Moniz GRG(06) [approaches]; Vargas Moniz 10; Damour & Spindel CQG(13).
@ With varying speed of light: Yurov & Yurov ht/05/PRD; Pedram & Jalalzadeh PLB(08)-a0712; Leszczynska et al JCAP(15)-a1411 [and varying G].
@ In Hořava-Lifshitz gravity: Bertolami & Zarro PRD(11)-a1106 [FLRW spacetime]; Christodoulakis & Dimakis JGP(12)-a1112 [Bianchi III models]; Obregón & Preciado PRD(12)-a1305 [Kantowski-Sachs model]; Pitelli & Saa PRD(12) [FLRW spacetime + radiation]; Vakili & Kord GRG(13)-a1301 [FLRW models]; Oliveira-Neto et al MPLA(18)-a1710 [de Broglie-Bohm interpretation]; Cordero et al GRG(19)-a1711 [phase-space description].
@ Other theories: Dragovich & Nešić G&C(99)gq/00 [p-adic, adelic]; Ren et al PRD(07)-a0704 [FLRW models with varying equation of state and cosmological constant]; Xu et al EPJC(16)-a1608 [in f(R,T) gravity]; Rodrigues Almeida et al a1709 [Brans-Dicke scalar-tensor theory, scenarios]; Artigas et al a1904 [compact phase space gravity, minisuperspace]; > s.a. approaches to quantum gravity [group field theory]; Bergmann-Wagoner Theory; non-commutative cosmology; unimodular relativity.
> Generalized frameworks: see fractional calculus; Non-Archimedean Structures.

main page – abbreviations – journals – comments – other sites – acknowledgements
send feedback and suggestions to bombelli at olemiss.edu – modified 4 mar 2020