Slow Roll Reconstruction: Constraints on Inflation from the 3 Year WMAP Dataset
نویسندگان
چکیده
We study the constraints on the inflationary parameter space derived from the 3 year WMAP dataset using “slow roll reconstruction”, using the SDSS galaxy power spectrum to gain further leverage where appropriate. This approach inserts the inflationary slow roll parameters directly into a Monte Carlo Markov chain estimate of the cosmological parameters, and uses the inflationary flow hierarchy to compute the parameters’ scaledependence. We work with the first three parameters (ǫ, η and ξ) and pay close attention to the possibility that the 3 year WMAP dataset contains evidence for a “running” spectral index, which is dominated by the ξ term. Mirroring the WMAP team’s analysis we find that the permitted distribution of ξ is broad, and centered away from zero. However, when we require that inflationary parameters yield at least 30 additional e-folds of inflation after the largest observable scales leave the horizon, the bounds on ξ tighten dramatically. We make use of the absence of an explicit pivot scale in the slow roll reconstruction formalism to determine the dependence of the computed parameter distributions on the pivot. We show that the choice of pivot has a significant effect on the inferred constraints on the inflationary variables, and the spectral index and running derived from them. Finally, we argue that the next round of cosmological data can be expected to place very stringent constraints on the region of parameter space open to single field models of slow roll inflation.
منابع مشابه
Slow-roll reconstruction for running spectral index
We not only reconstruct the slow-roll parameters for fit to the running spectral index from WMAP three-year data in the usual slow-roll inflation model and noncommutative inflation model, but also investigate the evolution of these slow-roll parameters. Requiring slow-roll inflation lasts more than 20 e-folds after CMB scales leave the horizon suggests that the potential at the last stage of in...
متن کاملImplications of a Running Spectral Index for Slow Roll Inflation
We analyze the weak (2σ) evidence for a running spectral index seen in the three-year WMAP dataset and its implications for single field, slow roll inflation. We assume that the running is comparable to the central value found from the WMAP data analysis, and use the Hubble Slow Roll formalism to follow the evolution of the slow roll parameters. For all parameter choices consistent with a large...
متن کامل1 6 Se p 20 08 Primordial Black Holes , Eternal Inflation , and the Inflationary Parameter Space after WMAP 5
We consider constraints on inflation driven by a single, minimally coupled scalar field in the light of the WMAP5 dataset, as well as ACBAR and the SuperNova Legacy Survey. We use the Slow Roll Reconstruction algorithm to derive optimal constraints on the inflationary parameter space. The scale dependence in the slope of the scalar spectrum permitted by WMAP5 is large enough to lead to viable m...
متن کاملar X iv : a st ro - p h / 04 06 67 0 v 1 2 9 Ju n 20 04 Inflation After WMAP
I examine the status of inflationary cosmology in light of the first-year data from the WMAP satellite, focusing on the simplest models of inflation: those driven by a single scalar field. The WMAP observation of the Cosmic Microwave Background is the first unified, self-consistent data set capable of putting meaningful constraints on the inflationary parameter space. WMAP provides significant ...
متن کاملar X iv : h ep - p h / 04 03 12 9 v 1 1 2 M ar 2 00 4 Primordial fluctuations and cosmological inflation after WMAP 1 . 0
The observational constraints on the primordial power spectrum have tightened considerably with the release of the first year analysis of the WMAP observations, especially when combined with the results from other CMB experiments and galaxy redshift surveys. These observations allow us to constrain the physics of cosmological inflation: (i)The data show that the Hubble distance is almost consta...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
عنوان ژورنال:
دوره شماره
صفحات -
تاریخ انتشار 2006