|  Bianchi Type I Quantum Cosmology | 
In General > s.a. bianchi I models;
  formalism and techniques; semiclassical quantum cosmology.
  @ General references: Berger & Vogeli PRD(85) [vacuum, path integrals];
    Chakraborty IJTP(92);
    Manojlović & Mena PRD(93)gq;
    Hervik CQG(00)gq;
    Pinto et al PLA(00) [isotropization];
    Christodoulakis et al CQG(02)gq/01 [vacuum];
    Alvarenga et al gq/02 [difference between interpretations];
    Broda PLB(11)-a1107 [stability of isotropy];
    Cherkas & Kalashnikov NPCS-a1302 [inhomogeneous];
    Pal CQG(16)-a1504 [volume, scale factor and anisotropy];
    D'Odorico & Saueressig PRD(15)-a1511 [asymptotic safety motivated corrections, phase transition];
    Mandal et al CQG(20)-a1906 [renormalization group approach];
    > s.a. gravitational thermodynamics; quantum cosmology.
  @ Reduced-phase-space approach: Małkiewicz CQG(12)-a1105;
    Agostini et al PRD(17)-a1704 [and different approaches for quantization].
  @ Affine quantization: Bergeron et al PRD-a1501;
    Małkiewicz a1512-MG14.
  @ And singularities: Mann & Murphy IJTP(07) [apparent non-removal of singularity];
    Ghosh et al MPLA(19)-a1809 [unitarity and singularity avoidance];
    Kiefer et al EPJC(19)-a1903 [avoidance, with and without matter];
    Małkiewicz PRD(20)-a1911 [and choice of time];
    > s.a. singularities in quantum gravity.
  @ With a scalar field:
    Calzetta PRD(91) [decoherence and anisotropy dissipation];
    Bachmann & Schmidt PRD(00) [period-doubling bifurcation];
    Folomeev & Gurovich G&C(00)gq,
    GRG(00);
    Ita CQG(08)-a0805,
    a0805/CQG [Kodama state];
    Cianfrani et al PRD(10)-a1010 [isotropization].
  @ With a fluid:  Berger PRD(85),
    in(86) [path integral];
    Alvarenga et al GRG(03) [loss of unitarity];
    Moriconi et al PRD(16)-a1607 [dust and cosmological constant, bounce].
  @ Supersymmetric: Macías et al CQG(87);
    D'Eath et al PLB(93),
    D'Eath PLB(94) [+ cosmological constant].
  > Related models and topics:
    see models in canonical quantum gravity [inhomogeneous
    Bianchi I in reduced lqg]; quantum cosmology [conformal rotation].
In Loop Quantum Cosmology
  @ General references:
    Cartin et al CQG(04)gq [generating functions];
    Malecki PRD(04)gq;
    Cartin & Khanna PRL(05)gq [no pre-classical solutions],
    PRD(05)gq;
    Date PRD(05)gq [and Kasner singularity];
    Connors & Khanna CQG(06)gq/05 [numerical pre-classical solutions];
    Chiou PRD(07)gq/06 [+ scalar];
    Chiou & Vandersloot PRD(07)-a0707 [and anisotropies];
    Szulc PRD(08)-a0803;
    Martín-Benito et al PRD(08)-a0804 [vacuum];
    Maartens & Vandersloot a0812;
    Ashtekar & Wilson-Ewing PRD(09)-a0903 [lqg and lqc];
    Martín-Benito et al PRD(09)-a0906 [physical evolution];
    Nelson & Sakellariadou PRD(10)-a0907 [instability];
    Cailleteau et al PRD(09)-a0907 [ekpyrotic/cyclic model];
    Martín-Benito et al PRD(10)-a1006;
    Campiglia et al PRD(10)-a1007 [perturbative expansion of transition amplitudes];
    Artymowski & Lalak JCAP(11)-a1012 [vector fields and holonomy corrections];
    Martín-Benito et al JPCS(12)-a1110;
    Singh PRD(12)-a1112 [curvature invariants and extendibility of geodesics];
    Cianfrani et al EPL(12)-a1201 [implications of the SU(2) gauge fixing];
    Singh JPCS(12);
    Fujio & Futamase PRD(13);
    Ashtekar & Campiglia CQG(12)-a1209 [uniqueness of holonomy-flux algebra representation];
    Yue & Zhu CQG(14)-a1302 [with higher order holonomy corrections];
    Gupt & Singh CQG(13)-a1304 [inflationary model];
    Linsefors & Barrau CQG(14)-a1305 [modified evolution equation];
    Ding & Zhang a1602 [(2+1)-dimensional];
    García-Quismondo & Mena PRD(20)-a1911 [Dapor-Liegener formalism];
    Agulló et al a2006.
  @ Effective dynamics: Chiou a0812;
    Alesci et al PRD(19)-a1901.
  @ Bounce: Chiou gq/07,
    PRD(07)-a0710;
    Gupt & Singh PRD(12)-a1206;
    Diener et al CQG(17)-a1701
      [numerical simulations, and validity of effective dynamics].
  @ And lqg: Bodendorfer PRD(15)-a1410 [quantum symmetry reduction];
    Pawłowski PRD(15)-a1411 [explicit averaging of a subclass of spin-networks];
    Beetle et al a2102
      [reduction to homogeneous and isotropic sector].
  @ Path-integral approach:
    Fujio & Futamase PRD(12);
    Liu et al CQG(13)-a1211.
  @ Non-standard lqc: Dzierzak & Piechocki PRD(09)-a0909;
    Małkiewicz et al CQG(11)-a1010;
    Dzierzak PhD-a1104 [free a massless scalar field];
    Dantas FP(13)-a1209 [integrable discrete Heisenberg spin chain approach].
In Modified / Different Theories of Gravity
  > s.a. Bergmann-Wagoner Theory;
  non-commutative cosmology.
  @ With gup: Vakili & Sepangi PLB(07)-a0706;
    Farag Ali & Majumder CQG(14)-a1402 [minimal length and maximal energy].
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