Yahoo Italia Ricerca nel Web

Risultati di ricerca

  1. en.wikipedia.org › wiki › Joseph_SilkJoseph Silk - Wikipedia

    Joseph Ivor Silk FRS (born 3 December 1942) is a British-American [citation needed] astrophysicist. He was the Savilian Chair of Astronomy at the University of Oxford from 1999 to September 2011. He is an Emeritus Fellow of New College, Oxford and a Fellow of the Royal Society (elected May 1999).

  2. Joseph Silk is Homewood Professor of Physics and Astronomy at Johns Hopkins. He studied at Cambridge, earned his PhD from Harvard in 1968, was a postdoctoral fellow at Cambridge and Princeton, and taught at the University of California, Berkeley, and the University of Oxford.

  3. 27 feb 2024 · Intervista al prof. Joseph Silk. di Mariasole Maglione. Febbraio 27, 2024. in Approfondimento, Astronomia e astrofisica, Esplorazione spaziale, Intervista, Luna, News, Opinione, Scienza. Vista dettagliata della faccia nascosta della Luna, ripresa dal Lunar Reconnaissance Orbiter (LRO). Credits: NASA/GSFC/Arizona State University.

  4. Joseph Silk ha realizzato uno dei primi importanti lavori sul fondo cosmico a microonde e le sue disomogeneità dovute a fluttuazioni di densità nelle galassie primordiali, ed è noto per gli studi sugli effetti di smorzamento che portano il suo nome.

  5. Joseph Silk | University of Oxford Department of Physics. Emeritus Savilian Professor. Sub department. Astrophysics. Research groups. Beecroft Institute for Particle Astrophysics and Cosmology. joseph.silk@physics.ox.ac.uk. Telephone: 01865 (2)73300. Denys Wilkinson Building, room 532G.

  6. Joseph Silk 2011 Balzan Prize for The Early Universe (From the Planck Time to the First Galaxies) For his pioneering work on the early evolution of the Universe, studying the effects of various physical processes and phenomena such as dark matter and space curvature on the fluctuations of the Cosmic Microwave Background and the formation of ...

  7. 2 mag 2001 · Joseph Silk. No. We do not know whether the Universe is finite or not. To give you an example, imagine the geometry of the Universe in two dimensions as a plane. It is flat, and a plane is normally infinite.