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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.

Professor Pedro Ferreira

Professor of Astrophysics

Research theme

  • Particle astrophysics & cosmology

Sub department

  • Astrophysics

Research groups

  • Beecroft Institute for Particle Astrophysics and Cosmology
pedro.ferreira@physics.ox.ac.uk
Telephone: 01865 (2)73366
Denys Wilkinson Building, room 757
Personal Webpage
  • About
  • Publications

Euclid preparation: VIII. The Complete Calibration of the Colour-Redshift Relation survey: VLT/KMOS observations and data release

(2020)

Authors:

Euclid Collaboration, V Guglielmo, R Saglia, FJ Castander, A Galametz, S Paltani, R Bender, M Bolzonella, P Capak, O Ilbert, DC Masters, D Stern, S Andreon, N Auricchio, A Balaguera-Antolínez, M Baldi, S Bardelli, A Biviano, C Bodendorf, D Bonino, E Bozzo, E Branchini, S Brau-Nogue, M Brescia, C Burigana, RA Cabanac, S Camera, V Capobianco, A Cappi, C Carbone, J Carretero, CS Carvalho, R Casas, S Casas, M Castellano, G Castignani, S Cavuoti, A Cimatti, R Cledassou, C Colodro-Conde, G Congedo, CJ Conselice, L Conversi, Y Copin, L Corcione, A Costille, J Coupon, HM Courtois, M Cropper, A Da Silva, S de la Torre, D Di Ferdinando, F Dubath, CAJ Duncan, X Dupac, S Dusini, M Fabricius, S Farrens, PG Ferreira, S Fotopoulou, M Frailis, E Franceschi, M Fumana, S Galeotta, B Garilli, B Gillis, C Giocoli, G Gozaliasl, J Graciá-Carpio, F Grupp, L Guzzo, H Hildebrandt, H Hoekstra, F Hormuth, H Israel, K Jahnke, E Keihanen, S Kermiche, M Kilbinger, CC Kirkpatrick, T Kitching, B Kubik, M Kunz, H Kurki-Suonio, R Laureijs, S Ligori, PB Lilje, I Lloro, D Maino, E Maiorano, C Maraston, O Marggraf, N Martinet, F Marulli, R Massey, S Maurogordato, E Medinaceli, S Mei, M Meneghetti, R Benton Metcalf, G Meylan, M Moresco, L Moscardini, E Munari, R Nakajima, C Neissner, S Niemi, AA Nucita, C Padilla, F Pasian, L Patrizii, A Pocino, M Poncet, L Pozzetti, F Raison, A Renzi, J Rhodes, G Riccio, E Romelli, M Roncarelli, E Rossetti, AG Sanchez, D Sapone, P Schneider, V Scottez, A Secroun, S Serrano, C Sirignano, G Sirri, F Sureau, P Tallada-Crespi, D Tavagnacco, AN Taylor, M Tenti, I Tereno, R Toledo-Moreo, F Torradeflot, A Tramacere, L Valenziano, T Vassallo, Y Wang, N Welikala, M Wetzstein, L Whittaker, A Zacchei, G Zamorani, J Zoubian, E Zucca
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Spatially offset black holes in the Horizon-AGN simulation and comparison to observations

(2020)

Authors:

Deaglan J Bartlett, Harry Desmond, Julien Devriendt, Pedro G Ferreira, Adrianne Slyz
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Detecting the anisotropic astrophysical gravitational wave background in the presence of shot noise through cross-correlations

Physical Review D American Physical Society 102:2 (2020) 23002

Authors:

David Alonso, Giulia Cusin, Pedro Ferreira, Cyril Pitrou

Abstract:

The spatial and temporal discreteness of gravitational wave sources leads to shot noise that may, in some regimes, swamp any attempts at measuring the anisotropy of the gravitational wave background. Cross-correlating a gravitational wave background map with a sufficiently dense galaxy survey can alleviate this issue, and potentially recover some of the underlying properties of the gravitational wave background. We quantify the shot noise level and we explicitly show that cross-correlating the gravitational wave background and a galaxy catalog improves the chances of a first detection of the background anisotropy with a gravitational wave observatory operating in the frequency range (10 Hz, 100 Hz), given sufficient sensitivity.
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The $N_\ell$ of gravitational wave background experiments

(2020)

Authors:

David Alonso, Carlo R Contaldi, Giulia Cusin, Pedro G Ferreira, Arianna I Renzini
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Anomalous decay rate of quasinormal modes

PHYSICAL REVIEW D 101:8 (2020) 84018

Authors:

Macarena Lagos, Pedro G Ferreira, Oliver J Tattersall

Abstract:

© 2020 American Physical Society. The decay timescales of the quasinormal modes of a massive scalar field have an intriguing behavior: they either grow or decay with increasing angular harmonic numbers ℓ, depending on whether the mass of the scalar field is small or large. We identify the properties of the effective potential of the scalar field that leads to this behavior and characterize it in detail. If the scalar field is nonminimally coupled, considered here, the scalar quasinormal modes will leak into the gravitational wave signal and will have decaying times that are comparable or smaller than those typical in general relativity. Hence, these modes could be detectable in the future. Finally, we find that the anomalous behavior in the decay timescales of quasinormal modes is present in a much larger class of models beyond a simple massive scalar field.
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