Cosmology in Modified Gravity Theories I| Cosmology in Modified Gravity Theories I |
In General
> s.a. cosmology in general relativity; cosmology
in higher-order gravity; brane-world cosmology.
@ General references: Sollerman et al ApJ(09)-a0908 [constraints from SDSS-II and other data];
Nojiri & Odintsov PRP(11)-a1011;
Bucher & Ni IJMPD(15)-a1509 [and general relativity];
Solomon PhD-a1508 [massive and bimetric gravity, Lorentz violation];
Nojiri et al PRP(17)-a1705 [rev].
@ Newtonian cosmology: Malament PhSc(95)dec;
Tipler AJP(96)oct;
Ehlers & Buchert GRG(97) [Lagrangian];
Tatekawa et al ap/01 [inhomogeneities];
Zalaletdinov gq/02,
gq/02 [averaging];
Romero & Zamora gq/05 [quantum];
Noh & Hwang GRG(06) [non-linear];
Vickers SHPMP(09) [inconsistencies];
> s.a. relativistic cosmology.
@ Quasi-Newtonian:
van Elst & Ellis CQG(98) [dust].
@ Post-Newtonian: Rainsford GRG(00)gq/99 [k = 0 FLRW model],
& Szekeres GRG(00)gq/99;
Rainsford GRG(01) [anisotropic].
@ Post-general relativity: Caldwell et al PRD(07)ap
[parameter ψ measuring departure from general relativity with cosmological constant].
> Some other theories: see other modified theories
[including varying constants, Cardassian expansion, higher-dimensional theories]; bimetric gravity;
einstein-cartan theory; emergent gravity;
massive gravity; Metric-Affine Gravity;
MOND [TeVeS]; Non-Symmetric Gravity;
Riemann-Cartan Structure; Steady-State Cosmology.
> Different futures: see cosmology;
cosmological models [and alternatives to inflation]; general relativistic
cosmology and models.
> Related topics: see bianchi models;
cosmological tests of general relativity; gravitational
thermodynamics; semiclassical general relativity.
Scalar-Tensor Theory > s.a. bianchi I models;
brans-dicke phenomenology; cmb;
cosmology; FLRW models;
scalar-tensor theories.
* Remark: In many cases,
the late-time evolution is difficult to distinguish from that predicted by
general relativity.
@ General references: Faraoni 04;
Faraoni AP(05)gq [phase space structure];
Catena et al PRD(07)ap/06 [frame-invariant approach];
Demiański et al A&A(08)-a0711 [models];
Sáez-Gómez a0812-fs;
Llinares & Mota PRL(13)-a1302 [simulations];
Paliathanasis et al PRD(14)-a1403 [complete Noether symmetry analysis];
Kim et al PRD(17)-a1506 [with scalar matter];
Saridakis & Tsoukalas PRD(16)-a1601.
@ Cosmic acceleration: Boisseau et al PRL(00)gq;
Esposito-Farèse & Polarski PRD(01);
del Campo & Salgado CQG(03)ap;
Demiański et al A&A(06)ap;
Barenboim & Lykken JCAP(08)-a0711;
Corda IJTGN-a0808;
Banerjee & Ganguly IJMPD(09)-a0807;
Fujii a0908-conf;
Lee JCAP(11)-a1012;
Farajollahi et al PRD(11)-a1201;
> s.a. dark-energy models.
@ Singularities:
Kaloper & Olive PRD(98) [FLRW models];
Faraoni PRD(04)gq;
Gunzig & Saa IJTP(04)
[removal by Cabcd Cabcd];
> s.a. brans-dicke theory.
@ Perturbations: Carloni et al PRD(06)gq;
Carloni & Dunsby PRD(07)gq/06 [tensor perturbations];
Vitagliano et al CQG(09)-a0906 [backreaction of inhomogeneities];
Bueno et al JCAP(10)-a1004 [growth of perturbations];
Hojjati et al PRD(16)-a1511 [large-scale structure surveys].
@ Other classical cosmology:
Santiago et al PRD(98) [late evolution];
Coley GRG(99)ap [solutions];
Billyard et al PRD(99),
JMP(00)gq [cyclic, heteroclinic];
Bezerra et al BJP(04)ht/03 [vacuum solutions];
Coc et al PRD(06)ap [nucleosynthesis];
Faraoni et al CQG(06) [non-chaotic];
Carloni et al CQG(08)gq/07 [FLRW metric + non-minimal scalar];
Singh & Chaubey Pra(06)-a1006 [cosmic no-hair theorem];
Ali et al ASS(14)-a1308 [inhomogeneous models];
Boisseau et al JCAP(15)-a1506 [bouncing models];
Tuusk et al CQG+(16) [inflation];
> s.a. chaos in bianchi models;
dark energy; inflationary models.
@ Quantum cosmology:
Fabris et al CQG(99) [non-minimal coupling],
& Reuter GRG(00);
Chakraborty NCB(01) [in Ashtekar variables];
> s.a. FLRW models; bianchi-I
quantum cosmology [Bergmann-Wagoner theory].
Hořava-Lifshitz Gravity > s.a. gravitational thermodynamics;
graviton; hořava-lifshitz gravity;
quantum cosmology models.
* In general: The
post-Newtonian coefficients coincide with those of general relativity, so
the deviations from general relativity can be tested only in strong-gravity
regimes; In its original version, the theory has a non-zero cosmological
constant of the wrong sign.
@ General references:
Kiritsis & Kofinas NPB(09);
Calcagni JHEP(09)-a0904;
Mukohyama et al PLB(09)-a0905 [radiation energy density];
Saridakis EJPC(10)-a0905 [and scalar field, dark energy];
Mukohyama PRD(09)-a0905 [dark matter];
Minamitsuji PLB(10)-a0905 [classification of evolutions];
Wang & Wu JCAP(09)-a0905 [thermodynamics];
Park JCAP(10)-a0906 [dark energy];
Carloni et al CQG(10)-a0909 [as dynamical system];
Leon & Saridakis JCAP(09)-a0909 [phase-space analysis];
Dutta & Saridakis JCAP(10)-a0911;
Dutta & Saridakis JCAP(10)-a1002 [constraints on running parameter λ];
Son & Kim JCAP(10)-a1003 [cosmological phase transition];
Mukohyama CQG(10)-a1007 [rev];
Saridakis IJMPD(11)-a1101-conf [rev];
Nugmanova et al a1104;
Frusciante et al PDU(16)-a1508.
@ FLRW models: Maeda et al PRD(10)-a1006 [oscillating];
Vakili & Kord JCAP(13)-a1301 [vacuum and perfect-fluid-filled];
Tawfik & El Dahab IJTP(17)-a1702 [effect of equations of state];
Cordero et al GRG(19)-a1711 [quantum, phase-space description];
Paliathanasis & Leon ZfN-a1903 [with scalar field, integrability].
@ Models: Cao et al JCAP(10)-a1001,
Liu et al IJMPD(11)-a1007 [Friedmann equation];
Son & Kim MPLA(11)-a1007 [non-singular cyclic universe];
Czuchry CQG(11)-a1008 [bounce];
Christodoulakis & Dimakis JGP(12)-a1112 [Bianchi III models];
Huang et al JCAP(12)-a1201
[inflation, with projectability condition and arbitrary coupling constant λ];
Giani & Kamenshchik CQG(17)-a1606 [Bianchi II];
> s.a. bianchi IX models [mixmaster
universe]; de sitter spacetime [stability].
@ Cosmological perturbations: Brandenberger PRD(09)-a0904 [and matter bounce];
Gao a0904;
Gao et al PRD(10)-a0905;
Mukohyama JCAP(09)-a0904 [scale-invariant];
Yamamoto et al PRD(09)-a0907 [primordial power spectrum];
Wang & Maartens PRD(10)-a0907;
Kobayashi et al JCAP(09)-a0908 [large-scale evolution];
Wang et al JCAP(10)-a0909 [scalar];
Chen et al a0910 [power spectra of scalar and tensor modes];
Piao PLB(09) [primordial];
Gao et al JCAP(10)-a0911;
Gong et al PRD(10)-a1002;
Kobayashi et al JCAP(10)-a1002 [in healthy extension];
Cerioni & Brandenberger JCAP(11)-a1007 [in the projectable version],
a1008 [healthy extension];
Wang PRD(10)-a1008 [vector and tensor];
Gümrükçüoğlu & Mukohyama PRD(11) [λ → ∞ limit];
Ferreira & Brandenberger PRD(12)-a1204 [the trans-Planckian problem].
@ Cosmological constant: Appignani et al JCAP(10)-a0907;
Garattini PRD(12)-a0912 [as eigenvalue of the Hamiltonian constraint].
@ f(R) gravity: Chaichian et al CQG(10)-a1001 [acceleration];
Elizalde et al EPJC(10)-a1006 [inflation and dark energy];
Sáez-Gómez PRD(11)-a1011,
JPCS(11)-a1012;
Chakrabarti et al PLB(12)-a1108;
> s.a. early-universe models [emergent spacetime].
main page
– abbreviations
– journals – comments
– other sites – acknowledgements
send feedback and suggestions to bombelli at olemiss.edu – modified 28 mar 2020