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Black Hole

Lensing of space time around a black hole. At Oxford we study black holes observationally and theoretically on all size and time scales - it is some of our core work.

Credit: ALAIN RIAZUELO, IAP/UPMC/CNRS. CLICK HERE TO VIEW MORE IMAGES.

Jo Dunkley

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Sub department

  • Astrophysics
jo.dunkley@physics.ox.ac.uk
Denys Wilkinson Building, room 532E
  • About
  • Publications

Three-Year Wilkinson Microwave Anisotropy Probe (WMAP) Observations: Foreground Polarization

Astrophysical Journal 665:1 (2007) 355–362

Authors:

J Dunkley, Al Kogut, Charles Bennett, Olivier Dore
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Three-Year Wilkinson Microwave Anisotropy Probe (WMAP) Observations: Implications for Cosmology

Astrophysical Journal Supplement Series 170:2 (2007) 377–408

Authors:

J Dunkley, David Spergel, Rachel Bean, Olivier Dore
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Constraining Isocurvature Initial Conditions with WMAP 3-year data

ArXiv astro-ph/0606685 (2006)

Authors:

Rachel Bean, Joanna Dunkley, Elena Pierpaoli

Abstract:

We present constraints on the presence of isocurvature modes from the temperature and polarization CMB spectrum data from the WMAP satellite alone, and in combination with other datasets including SDSS galaxy survey and SNLS supernovae. We find that the inclusion of polarization data allows the WMAP data alone, as well as in combination with complementary observations, to place improved limits on the contribution of CDM and neutrino density isocurvature components individually. With general correlations, the upper limits on these sub-dominant isocurvature components are reduced to ~60% of the first year WMAP results, with specific limits depending on the type of fluctuations. If multiple isocurvature components are allowed, however, we find that the data still allow a majority of the initial power to come from isocurvature modes. As well as providing general constraints we also consider their interpretation in light of specific theoretical models like the curvaton and double inflation.
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Three Year Wilkinson Microwave Anisotropy Probe (WMAP) Observations: Polarization Analysis

ArXiv astro-ph/0603450 (2006)

Authors:

L Page, G Hinshaw, E Komatsu, MR Nolta, DN Spergel, CL Bennett, C Barnes, R Bean, O Doré, J Dunkley, M Halpern, RS Hill, N Jarosik, A Kogut, M Limon, SS Meyer, N Odegard, HV Peiris, GS Tucker, L Verde, JL Weiland, E Wollack, EL Wright

Abstract:

The Wilkinson Microwave Anisotropy Probe WMAP has mapped the entire sky in five frequency bands between 23 and 94 GHz with polarization sensitive radiometers. We present three-year full-sky maps of the polarization and analyze them for foreground emission and cosmological implications. These observations open up a new window for understanding the universe. WMAP observes significant levels of polarized foreground emission due to both Galactic synchrotron radiation and thermal dust emission. The least contaminated channel is at 61 GHz. Informed by a model of the Galactic foreground emission, we subtract the foreground emission from the maps. In the foreground corrected maps, for l=2-6, we detect l(l+1) C_l^{EE} / (2 pi) = 0.086 +-0.029 microkelvin^2. This is interpreted as the result of rescattering of the CMB by free electrons released during reionization and corresponds to an optical depth of tau = 0.10 +- 0.03. We see no evidence for B-modes, limiting them to l(l+1) C_l^{BB} / (2 pi) = -0.04 +- 0.03 microkelvin^2. We find that the limit from the polarization signals alone is r<2.2 (95% CL) corresponding to a limit on the cosmic density of gravitational waves of Omega_{GW}h^2 < 5 times 10^{-12}. From the full WMAP analysis, we find r<0.55 (95% CL) corresponding to a limit of Omega_{GW}h^2 < 10^{-12} (95% CL).
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Measuring the geometry of the universe in the presence of isocurvature modes.

Phys Rev Lett 95:26 (2005) 261303

Authors:

J Dunkley, M Bucher, PG Ferreira, K Moodley, C Skordis

Abstract:

The cosmic microwave background (CMB) anisotropy constrains the geometry of the Universe because the positions of the acoustic peaks of the angular power spectrum depend strongly on the curvature of three-dimensional space. In this Letter we exploit current observations to determine the geometry in the presence of isocurvature modes. Most previous analyses assumed that the primordial perturbations were adiabatic. A priori one might expect that allowing isocurvature modes would substantially degrade constraints on the curvature. We find, however, that with additional data sets, the geometry remains well constrained. When the most general isocurvature perturbation is allowed, the CMB alone can only poorly constrain the geometry to . Including large-scale structure data, one obtains Ohm(0) = 1.07 +/- 0.03, and 1.06 +/- 0.02 when supplemented by supernova data and the determination of H(0).
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