|  Cosmological Acceleration and Inhomogeneities | 
In General
  > s.a. acceleration [observations, tests]; dark
  energy; expansion; cosmological models;
  averaging in cosmology [back-reaction].
  * Idea: Attempts to explain the
    observed acceleration using only general relativity with baryonic and cold dark
    matter, but by dropping the standard assumption of homogeneity on Hubble scales.
  * Timescape cosmology:
    An approach in which the present age of the universe varies by billions of
    years according to the position of the observer; A model in which cosmic
    acceleration is realized as an apparent effect related to the calibration
    of clocks and rods of observers in bound systems relative to volume-average
    observers in an inhomogeneous geometry in ordinary general relativity, due
    to gravitational energy gradients that grow when spatial curvature gradients
    become significant with the non-linear growth of cosmic structure.
  * Void models: The supernova data
    can be explained if we live near the center of a Hubble-scale void; However,
    such void models have been shown to be inconsistent with various observations;
    2010, They seem to be ruled out by measurements of the kinematic SZ effect;
    2012, Loopholes closed; > s.a. cosmological principle.
  @ Reviews: 
    Célérier ap/06-proc,
    ap/07-in;
    Buchert GRG(08)-a0707;
    Tomita a0906-conf [assessment];
    Tetradis a1002-conf;
    Räsänen CQG(11)-a1102;
    Célérier a1203-proc.
  @ General references: Dabrowski G&C(02)gq/99;
    Célérier A&A(00)ap/99;
    Pascual-Sánchez MPLA(99)gq,
    gq/99-proc;
    Bene et al MPLA(06)ap/03;
    Barausse et al PRD(05)ap;
    Kolb et al ht/05,
    Wiltshire gq/05 [primordial inflation];
    Moffat ap/05,
    JCAP(06)ap/05,
    ap/06;
    Kolb et al NJP(06)ap/05 [invalidation of no-go results];
    Martineau & Brandenberger ap/05;
    Alnes et al PRD(06)ap/05;
    Mansouri ap/05;
    Kai et al PTP(07)gq/06;
    Leith et al ApJ(08)-a0709;
    Djorgovskia & Gurzadyan NPPS(07);
    Paranjape & Singh JCAP(03)-a0801;
    Larena et al PRD(09)-a0808;
    Krasiński et al GRG(10)-a0903;
    Räsänen PRD(10);
    Kolb CQG(11);
    Bochner a1109-conf,
    a1109,
    IJMPD(13)-a1206 [causal backreaction in a smoothly-inhomogeneous universe];
    Romano GRG(13)-a1206;
    Krasiński PRD(14)-a1309 [ΛCDM model vs Λ = 0 Lemaître-Tolman model];
    Skarke PRD(14)-a1310 [acceleration from the distribution of scalar spatial curvature].
  @ Timescape: Wiltshire NJP(07)gq,
    IJMPD(08)-a0712,
    in(08)-a0712;
    Wiltshire PRD(09) [test, averages],
    IJMPD(09)-a0912-FQXi [Cosmological Equivalence Principle];
    Smale & Wiltshire MNRAS(11)-a1009 [supernova tests];
    Wiltshire a1102-proc;
    Balasin a1310 [manifest realization];
    Wiltshire a1311-proc [rev];
    Nazer & Wiltshire PRD(15)-a1410 [cmb anisotropies];
    Dam et al MNRAS(17)-a1706;
    news Cosmos(17)sep;
    > s.a. averaging.
  @ Swiss-cheese model: Biswas & Notari JCAP(08)ap/07;
    Vanderveld et al PRD(08)-a0808;
    Bene & Csapo a1002.
  @ Void models: Caldwell & Stebbins PRL(08)-a0711 [apparent acceleration from local void];
    Mattsson GRG(09)-a0711;
    Quartin & Amendola PRD(10)-a0909 [distinguishing from dark energy];
    Kainulainen & Marra AIP(10)-a0911 [small-void + meatball model];
    Biswas et al JCAP(10)-a1007 [fitting observations],
    PRD(10) [as a probe of dark energy];
    Moss et al PRD(11)-a1007 [problems with data];
    Bolejko & Sussman PLB(11)-a1008 [non-spherical];
    Foreman et al PRD(10)-a1009 [spatial and temporal fine-tuning];
    Nadathur & Sarkar PRD(11)-a1012 [and the cmb];
    Marra & Notari CQG(11)-a1102 [observational constraints];
    > s.a. matter; observation [statistics].
  @ Dark energy vs underdense void: Moffat a0910.
Arguments Against an Inhomogeneity Effect
  * Idea: Some models, notably
    by Green and Wald, argue that inhomogeneities have a very small backreaction
    effect on averaged properties of the universe, such as the observed acceleration;
    Critics claim that those results may be correct under the assumptions used in
    the arguments, but the assumptions do not capture well the physical situation
    of interest in cosmology.
  @ General references: Geshnizjani et al PRD(05)ap;
    Flanagan PRD(05)ht;
    Hirata & Seljak PRD(05)ap;
    Räsänen CQG(06)ap/05;
    Siegel & Fry ApJL(05)ap;
    Ishibashi & Wald CQG(06)gq/05 [general arguments];
    Kasai et al PTP(06)ap;
    Rosenthal & Flanagan a0809;
    Zibin et al PRL(08)-a0809;
    Paranjape & Singh PRL(08) [model];
    Paranjape PhD(09)-a0906;
    Ziaeepour a0906 [summary];
    Romano JCAP(10)-a0912;
    Green & Wald PRD(11)-a1011 [framework for effect of perturbations];
    Zibin PRD(11)
      [decaying modes and expected cosmic microwave background spectral distortion].
  @ Criticism of arguments: Buchert et al CQG(15)-a1505
    & CQG+(16),
    response Green & Wald a1506,
    CQG(16)-a1601.
Related Topics
  > s.a. Copernican Principle; inflation
  and phenomenology [fluctuations]; LTB
  Solutions; Stephani Model.
  @ And structure formation: Biswas et al JCAP(07) [non-linear structure formation];
    Räsänen IJMPD(08),
    a0811-proc;
    Wiegand & Buchert a1103-conf;
    Buchert PoS-a1810.
  @ Effects: Regis & Clarkson GRG(12)-a1003 [and lithium-abundance mismatch];
    Buchert a1012-conf
      [and emerging "morphon" scalar field].
  @ From quantum fluctuations: 
    Padmanabhan CQG(05)ht/04;
    Ringeval et al PRL(10)-a1006 [during inflation];
    > s.a. theory of cosmological acceleration.
  @ Other models: Hossain a0709 [FLRW islands surrounded by vacuum];
    Ishak et al PRD(08)-a0708 [Szekeres model];
    Mattsson GRG(10);
    Collins a1011 [with periodic variation in one direction];
    Célérier A&A(12)-a1108 [clarification];
    Bueno & Perivolaropoulos PRD(11)-a1110
      ["topological quintessence", topological defect formed during a recent phase transition].
 main page
  – abbreviations
  – journals – comments
  – other sites – acknowledgements
  send feedback and suggestions to bombelli at olemiss.edu – modified 15 may 2019