In General > s.a. cosmological
models; expansion [including
vorticity and shear].
* Idea: The spatial geometry
is approximately flat, homogeneous and
isotropic,
at least locally; the universe may not be "globally" homogeneous
and
isotropic.
* Distances: In cosmology, distances are determined based on standard
candles
(e.g., supernovae) or standard rulers (e.g., baryon oscillations); The
two
methods agree (duality) if some conditions on the physics are met.
* Radius of curvature: Related to the Hubble parameter and the total
mass-energy
density by
R = (c/H0)
(1 / |1–
tot|1/2)
.
* Status: 2000, Evidence
for zero overall spatial curvature (Boomerang); 2003, Evidence for small positive
curvature (WMAP),
with radius R = 3.0 × 104 Mpc
using current
parameter values.
> Related topics: see
large-scale topology of the universe; quantum
geometry [microscopic
scale].
References
@ II: Adams & Shapiro AS(01)sep
[10 orientable Euclidean 3-geometries]; Levin 02.
@ Space curvature: Hu & White ap/96-in
[curvature from cmb]; Roos & Harun-or-Rashid ap/00, ap/00 [flatness];
Uzan et al MNRAS(03)ap [and
WMAP]; Lieu & Mittaz ApJ(05)ap/03 [exactly
0]; Wang et al PLB(05)ht/04 [from
supernovae]; Knox PRD(06)ap/05 [proposal];
Lyth et al JCAP(05)ap/04 [perturbation];
Gu & Khlopov gq/07 [method];
Mersini-Houghton et al a0705,
comment Rasanen a0705 [analysis];
Araújo & Stoeger a0705 [from
supernova luminosity distances]; Mersini-Houghton et al a0705 [role
of cosmic priors in bounds].
@ From lensing: Soucail et al A&A(04)ap [Abell
2218]; Bernstein ApJ(06)ap/05.
@ Distances: Hogg ap/99 [pedagogical];
Jensen et al ap/03-in;
Malec et al gq/04 [luminosity
distance]; Bassett & Kunz PRD(04),
Kunz & Bassett ap/04-in
[duality]; Caldwell & Kamionkowski JCAP(04)ap [expansion,
geometry and luminosity distance]; Lu & Hellaby CQG(07)-a0705 [determining
the metric from observations].
@ Homogeneity, isotropy: Roukema ASR(03)ap/01 [local
vs global]; Campanelli et al PRL(06)
+ pn(06)oct
[ellipsoidal shape].
@ Singularities: Szydlowski et al PRD(05)ap [big
bang vs bounce, observational tests]; > s.a. types
of
singularities.
Main page – Abbreviations – Journals – Comments – Other
sites – Acknowledgements
Send feedback and suggestions to bombelli at olemiss.edu – Modified
21 may 2008