Theory of cosmological perturbations

Keywords

Physics, Cosmological perturbation theory, Metric expansion of space, Theoretical physics, Cosmic microwave background

References

• Particle production during out-of-equilibrium phase transitions.Е. Г. Шадрина — 1990
• Some applications of the 3+1 formalism of general relativityRuth Durrer, Norbert Straumann — 1988
• The R2 cosmology: Inflation without a phase transition.Milan Mijić, Michael S. Morris, Wai-Mo Suen — 1986
• Generation of isothermal density perturbations in the inflationary universeAndrei Linde — 1984
• Possible mechanism for generating almost isothermal baryon-density perturbations.M. Fukugita, V. A. Rubakov — 1986
• Stability of inflation in fourth order gravityHume A. Feldman — 1990
• What initial perturbations may be generated in inflationary cosmological modelsLev Kofman — 1986
• Causal cosmological perturbations and implications for the Sachs-Wolfe effectJennie Traschen — 1984
• An evaluation of the graviton propagator in de sitter spaceB. Allen, Michael Turyn — 1987
• Interstellar extinction and galactic structureA. K. Pandey, H. S. Mahra — 1987
• Gravitational Radiation From Cosmic Strings and the Microwave BackgroundRobert Brandenberger, Andreas Albrecht, Neil Turok — 1986
• Gauge-invariant cosmological fluctuations of uncoupled fluidsL. F. Abbott, Mark B. Wise — 1984
• A new type of isotropic cosmological models without singularityAlexei A. Starobinsky — 1980
• Critical behaviour of a compressible random Ising modelBikas K. Chakrabarti — 1978
• Tree-level scattering amplitudes in de Sitter space divergeE.G. Floratos, J. Iliopoulos, T.N. Tomaras — 1987
• Gravitational Effects upon Cosmological Phase TransitionsAlexander Vilenkin, L. H. Ford — 1982
• Expressions for linearized perturbations in ideal-fluid cosmological models.Bharat Ratra — 1988
• Finite size effects for the non-interacting Fermi system at finite temperature and finite densityRajiv V. Gavai, Andrea Ostendorf — 1983
• INFLATIONARY STAGES IN COSMOLOGICAL MODELS WITH A SCALAR FIELDV. Belinsky, L. P. Grishchuk, I.M. Khalatnikov — 1985
• Mass of the Higgs BosonSteven Weinberg — 1976

Cited by

• Direct sampling of electric-field vacuum fluctuationsM.G. Hernández, J. J. Anaya, L.G. Ullate — 2015
• Non-Perturbative Gravity at different Length ScalesSarah Folkerts — 2013
• Origin of structure in the universe: quantum cosmology reconsideredEdward Anderson — 2015
• Horndeski theory and beyond: a reviewTsutomu Kobayashi — 2019
• Primordial perturbations from string inflationJon Emery — 2014
• Cosmological Dynamics, Statistics and Numerical Techniques of f(R) GravityAmir Hammami — 2012
• Enhanced symmetries, duality invariance and moduli stabilization in string gas cosmologySubodh P. Patil — 2008
• Letter: State of Matter for Effective Yang-Mills Fields and Energy ConditionsYang Zhang — 2002
• Theories of modified gravity and reconstruction schemes of cosmological modelsAntonio Jesús López Revelles — 2013
• Unitariedad y unicidad en la cuantización de perturbaciones cosmológicas (Unitarity and uniqueness in the quantization of cosmological perturbations)M. F. Méndez — 2011
• Cosmological Perturbations in Einstein-Aether TheoriesNoela Fariña Sierra — 2011
• Neutrinos and dark energyLily Schrempp — 2008
• Dynamics of scalar perturbations in f(R, T) gravity [Phys. Rev. D 87, 103526 (2013), publisher's note]F. G. Alvarenga, Álvaro de la Cruz-Dombriz, M. J. S. Houndjo — 2013
• Decoherence of scalar cosmological perturbationsMariano Franco, Esteban Calzetta — 2010
• Second-order cosmological perturbations in two-field inflation and predictions for non-GaussianityEleftheria Tzavara — 2013
• Empreintes de l'Énergie Noire sur la structuration de l'UniversVincent Bouillot — 2012
• Multi-Field Inflation from String TheoryPer Berglund, Guoqin Ren — 2009
• Perturbations Around Backgrounds with One Non-Homogeneous DimensionBarak Kol — 2006
• Aspects of Scalar Brane-World Cosmological PerturbationsCédric Deffayet — 2003
• Spherical symmetry and hydrostatic equilibrium in theories of gravityA Mussa — 2014

Related papers

• The Sunyaev-Zeldovich Effect as Microwave Foreground and Probe of CosmologyG. P. Holder, J. E. Carlstrom — 1999
• Cosmology with clusters in the CMBSubhabrata Majumdar — 2008
• The second-order luminosity-redshift relation in a generic inhomogeneous cosmologyBen-Dayan, Ido, Marozzi, Giovanni, Nugier, Fabien — 2012
• CMB anisotropies at second-order II: analytical approachNicola Bartolo, S. Matarrese, Antonio Riotto — 2006
• From primordial quantum fluctuations to the anisotropies of the cosmic microwave background radiationNorbert Straumann — 2005
• From primordial quantum fluctuations to the anisotropies of the cosmic microwave background radiation *Norbert Straumann — 2006
• Supernovae evidence for an accelerating expansion of the universeGeorge A. Baker — 2000