THEO MURPHY INTERNATIONAL SCIENTIFIC MEETING on Testing
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Stephen Hawking (1942–2018) World-Renowned Physicist Who Defied the Odds
COMMENT OBITUARY Stephen Hawking (1942–2018) World-renowned physicist who defied the odds. hen Stephen Hawking was speech synthesizer processed his words and diagnosed with motor-neuron generated the androidal accent that became disease at the age of 21, it wasn’t his trademark. In this way, he completed his Wclear that he would finish his PhD. Against best-selling book A Brief History of Time all expectations, he lived on for 55 years, (Bantam, 1988), which propelled him to becoming one of the world’s most celebrated celebrity status. IAN BERRY/MAGNUM scientists. Had Hawking achieved equal distinction Hawking, who died on 14 March 2018, was in any other branch of science besides cos- born in Oxford, UK, in 1942 to a medical- mology, it probably would not have had the researcher father and a philosophy-graduate same resonance with a worldwide public. As mother. After attending St Albans School I put it in The Telegraph newspaper in 2007, near London, he earned a first-class degree “the concept of an imprisoned mind roaming in physics from the University of Oxford. He the cosmos” grabbed people’s imagination. began his research career in 1962, enrolling In 1965, Stephen married Jane Wilde. as a graduate student in a group at the Uni- After 25 years of marriage, and three versity of Cambridge led by one of the fathers children, the strain of Stephen’s illness of modern cosmology, Dennis Sciama. and of sharing their home with a team of The general theory of relativity was at that nurses became too much and they sepa- time undergoing a renaissance, initiated in rated, divorcing in 1995. -
The WMAP Results and Cosmology
The WMAP results and cosmology Rachel Bean Cornell University SLAC Summer Institute July 19th 2006 Rachel Bean : SSI July 29th 2006 1/44 Plan o Overview o Introduction to CMB temperature and polarization o The maps and spectra o Cosmological implications Rachel Bean : SSI July 29th 2006 2/44 What is WMAP? o Satellite detecting primordial photons “cosmic microwave background” Rachel Bean : SSI July 29th 2006 3/44 Science Team C. Barnes (Princeton) N. Odegard (GSFC) R. Bean (Cornell) L. Page (Princeton) C. Bennett (JHU) D. Spergel (Princeton) O. Dore (CITA) G. Tucker (Brown) M. Halpern (UBC) L. Verde (Penn) R. Hill (GSFC) J. Weiland (GSFC) G. Hinshaw (GSFC) E. Wollack (GSFC) N. Jarosik (Princeton) A. Kogut (GSFC) E. Komatsu (Texas) M. Limon (GSFC) S. Meyer (Chicago) H. Peiris (Chicago) M. Nolta (CITA) Rachel Bean : SSI July 29th 2006 4/44 Plan o Overview o Introduction to CMB temperature and polarization o The maps and spectra o Cosmological implications Rachel Bean : SSI July 29th 2006 5/44 CMB is a near perfect primordial blackbody spectrum Universe expanding and cooling over time… Kinney 1) Optically opaque plasma photons scattering off electrons 3) ‘Free Streaming’ CMB Thermalized (blackbody) photons at 2) The ‘last scattering’ of photons ~6000K diluted and redshifted by ~300,000 years after the Big Bang, universe’s expansion -> ~2.726K neutral atoms form and photons stop background we measure today. interacting with them. Rachel Bean : SSI July 29th 2006 6/44 The oldest fossil from the early universe Recombination CMB Nucleosynthesis Processes during opaque era imprint in CMB fluctuations Inflation and Grand Unification? Quantum Gravity/ Trans-Planckian effects…. -
Roger A. Chevalier Curriculum Vitae Address
Roger A. Chevalier Curriculum Vitae Address Department of Astronomy, University of Virginia, P. O. Box 400325, Charlottesville, VA 22904 (434) 924–4889 (office); (434) 924–3104 (fax); [email protected] Education Ph.D. Astronomy, Princeton University, 1973 B.S. Astronomy, California Institute of Technology, 1970 Employment W. H. Vanderbilt Professor of Astronomy, University of Virginia, Charlottesville, VA, 1990– Professor of Astronomy, University of Virginia, 1985–90 Chair, Department of Astronomy, University of Virginia, 1985–88, 1989–92 Associate Professor of Astronomy, University of Virginia, 1979–85 Associate Astronomer, Kitt Peak National Observatory, Tucson, AZ, 1976–79 Assistant Astronomer, Kitt Peak National Observatory, Tucson, AZ, 1973–76 Honors NASA Public Service Group Achievement Award to Supernova Science Team (SN 1987A), 1989 Virginia’s Outstanding Scientist Award, 1991 President’s and Visitors’ Research Prize, University of Virginia, 1992 Dannie Heineman Prize for Astrophysics, 1996 Elected to National Academy of Sciences, 1996 Meeting “A Festival of Cosmic Explosions: Celebrating the Contributions and Ac- complishments of Roger Chevalier” held August 21-23, 2009, Caltech, Pasadena, CA Committees American Astronomical Society: High Energy Astrophysics Division Executive Committee (1985–86); Councilor (1988–91); Heineman Prize Committee (2001– 03; Chair 2003) Associated Universities for Research in Astronomy: Observatories Visiting Com- mittee (1999–2002; Chair 2002) National Science Foundation: Committee on Large Optical/Infrared Telescopes (1985–86); Committee of Visitors, Division of Astronomical Sciences (1990, 1993); Advisory Committee, Division of Astronomical Sciences (1991–93) National Aeronautics and Space Administration: Science Working Group on Su- pernova 1987A (1987–88) National Academy of Sciences/National Research Council: Committee on Space Astronomy and Astrophysics (1987–88); Theory Panel of Astronomy Survey 1 Committee for the 1990’s (1989–90); Committee on Astronomy and Astrophysics (1997–2002); Watson Prize Committee; U.S. -
Optimising Cosmic Shear Surveys to Measure Modifications to Gravity on Cosmic Scales
Mon. Not. R. Astron. Soc. 000, 1–13 (2009) Printed 11 November 2019 (MN LATEX style file v2.2) Optimising cosmic shear surveys to measure modifications to gravity on cosmic scales Donnacha Kirk1,Istvan Laszlo2, Sarah Bridle1, Rachel Bean2 1Department of Physics & Astronomy, University College London, Gower Street, London, WC1E 6BT, UK 2Department of Astronomy, Cornell University, Ithaca, NY 14853, USA 11 November 2019 ABSTRACT We consider how upcoming photometric large scale structure surveys can be opti- mized to measure the properties of dark energy and possible cosmic scale modifications to General Relativity in light of realistic astrophysical and instrumental systematic uncertainities. In particular we include flexible descriptions of intrinsic alignments, galaxy bias and photometric redshift uncertainties in a Fisher Matrix analysis of shear, position and position-shear correlations, including complementary cosmolog- ical constraints from the CMB. We study the impact of survey tradeoffs in depth versus breadth, and redshift quality. We parameterise the results in terms of the Dark Energy Task Force figure of merit, and deviations from General Relativity through an analagous Modified Gravity figure of merit. We find that intrinsic alignments weaken the dependence of figure of merit on area and that, for a fixed observing time, halving the area of a Stage IV reduces the figure of merit by 20% when IAs are not included and by only 10% when IAs are included. While reducing photometric redshift scatter improves constraining power, the dependence is shallow. The variation in constrain- ing power is stronger once IAs are included and is slightly more pronounced for MG constraints than for DE. -
Black Holes and Qubits
Subnuclear Physics: Past, Present and Future Pontifical Academy of Sciences, Scripta Varia 119, Vatican City 2014 www.pas.va/content/dam/accademia/pdf/sv119/sv119-duff.pdf Black Holes and Qubits MICHAEL J. D UFF Blackett Labo ratory, Imperial C ollege London Abstract Quantum entanglement lies at the heart of quantum information theory, with applications to quantum computing, teleportation, cryptography and communication. In the apparently separate world of quantum gravity, the Hawking effect of radiating black holes has also occupied centre stage. Despite their apparent differences, it turns out that there is a correspondence between the two. Introduction Whenever two very different areas of theoretical physics are found to share the same mathematics, it frequently leads to new insights on both sides. Here we describe how knowledge of string theory and M-theory leads to new discoveries about Quantum Information Theory (QIT) and vice-versa (Duff 2007; Kallosh and Linde 2006; Levay 2006). Bekenstein-Hawking entropy Every object, such as a star, has a critical size determined by its mass, which is called the Schwarzschild radius. A black hole is any object smaller than this. Once something falls inside the Schwarzschild radius, it can never escape. This boundary in spacetime is called the event horizon. So the classical picture of a black hole is that of a compact object whose gravitational field is so strong that nothing, not even light, can escape. Yet in 1974 Stephen Hawking showed that quantum black holes are not entirely black but may radiate energy, due to quantum mechanical effects in curved spacetime. In that case, they must possess the thermodynamic quantity called entropy. -
Arxiv:1410.1486V2 [Gr-Qc] 26 Aug 2015
October 2014 Black Hole Thermodynamics S. Carlip∗ Department of Physics University of California Davis, CA 95616 USA Abstract The discovery in the early 1970s that black holes radiate as black bodies has radically affected our understanding of general relativity, and offered us some early hints about the nature of quantum gravity. In this chapter I will review the discovery of black hole thermodynamics and summarize the many indepen- dent ways of obtaining the thermodynamic and (perhaps) statistical mechanical properties of black holes. I will then describe some of the remaining puzzles, including the nature of the quantum microstates, the problem of universality, and the information loss paradox. arXiv:1410.1486v2 [gr-qc] 26 Aug 2015 ∗email: [email protected] 1 Introduction The surprising discovery that black holes behave as thermodynamic objects has radically affected our understanding of general relativity and its relationship to quantum field theory. In the early 1970s, Bekenstein [1, 2] and Hawking [3, 4] showed that black holes radiate as black bodies, with characteristic temperatures and entropies ~κ Ahor kTH = ;SBH = ; (1.1) 2π 4~G where κ is the surface gravity and Ahor is the area of the horizon. These quantities appear to be inherently quantum gravitational, in the sense that they depend on both Planck's constant ~ and Newton's constant G. The resulting black body radiation, Hawking radiation, has not yet been directly observed: the temperature of an astrophysical black hole is on the order of a microkelvin, far lower than the cosmic microwave background temperature. But the Hawking temperature and the Bekenstein-Hawking entropy have been derived in so many independent ways, in different settings and with different assumptions, that it seems extraordinarily unlikely that they are not real. -
Arxiv:1202.4545V2 [Physics.Hist-Ph] 23 Aug 2012
The Relativity of Existence Stuart B. Heinrich [email protected] October 31, 2018 Abstract Despite the success of modern physics in formulating mathematical theories that can predict the outcome of experiments, we have made remarkably little progress towards answering the most fundamental question of: why is there a universe at all, as opposed to nothingness? In this paper, it is shown that this seemingly mind-boggling question has a simple logical answer if we accept that existence in the universe is nothing more than mathematical existence relative to the axioms of our universe. This premise is not baseless; it is shown here that there are indeed several independent strong logical arguments for why we should believe that mathematical existence is the only kind of existence. Moreover, it is shown that, under this premise, the answers to many other puzzling questions about our universe come almost immediately. Among these questions are: why is the universe apparently fine-tuned to be able to support life? Why are the laws of physics so elegant? Why do we have three dimensions of space and one of time, with approximate locality and causality at macroscopic scales? How can the universe be non-local and non-causal at the quantum scale? How can the laws of quantum mechanics rely on true randomness? 1 Introduction can seem astonishing that anything exists” [73, p.24]. Most physicists and cosmologists are equally perplexed. Over the course of modern history, we have seen advances in Richard Dawkins has called it a “searching question that biology, chemistry, physics and cosmology that have painted rightly calls for an explanatory answer” [26, p.155], and Sam an ever-clearer picture of how we came to exist in this uni- Harris says that “any intellectually honest person will admit verse. -
Cosmological Tests of General Relativity
Cosmological Tests of General Relativity Rachel Bean (Cornell University) Rachel Bean, Tes-ng Gravity, Vancouver, January 2015 The challenge: to connect theory to observation 2 • While GR is a remarkably beautiful, and comparatively Category Theory References Scalar-Tensor theory [21, 22] minimal metric theory, it is not (incl. Brans-Dicke) the only one. We should test it! f(R)gravity [23, 24] f(G)theories [25–27] • Rich and complex theory Covariant Galileons [28–30] Horndeski Theories The Fab Four [31–34] space of cosmological K-inflation and K-essence [35, 36] relevant modifications to GR Generalized G-inflation [37, 38] Kinetic Gravity Braiding [39, 40] Quintessence (incl. • Motivated by cosmic [41–44] universally coupled models) acceleration, but implications Effective dark fluid [45] from horizon to solar system Einstein-Aether theory [46–49] Lorentz-Violating theories scales Ho˘rava-Lifschitz theory [50, 51] DGP (4D effective theory) [52, 53] > 2newdegreesoffreedom EBI gravity [54–58] Aim: look for and confidently TeVeS [59–61] extract out signatures from Baker et al 2011 TABLE I: A non-exhaustive list of theories that are suitable for PPF parameterization. We will not treat all of these explicitly cosmological observations? 2 µν µνρσ in the present paper. G = R − 4Rµν R + RµνρσR is the Gauss-Bonnet term. Rachel Bean, Tes-ng Gravity, Vancouver, January 2015 derlying our formalism are stated in Table II. PPN and formalism. PPF are highly complementary in their coverage of dif- ferent accessible gravitational regimes. PPN is restricted ii) A reader with a particular interest in one of the ex- to weak-field regimes on scales sufficiently small that lin- ample theories listed in Table I may wish to addition- ally read II B-II D to understand how the mapping ear perturbation theory about the Minkowski metric is § an accurate description of the spacetime. -
Quantum Gravity: a Primer for Philosophers∗
Quantum Gravity: A Primer for Philosophers∗ Dean Rickles ‘Quantum Gravity’ does not denote any existing theory: the field of quantum gravity is very much a ‘work in progress’. As you will see in this chapter, there are multiple lines of attack each with the same core goal: to find a theory that unifies, in some sense, general relativity (Einstein’s classical field theory of gravitation) and quantum field theory (the theoretical framework through which we understand the behaviour of particles in non-gravitational fields). Quantum field theory and general relativity seem to be like oil and water, they don’t like to mix—it is fair to say that combining them to produce a theory of quantum gravity constitutes the greatest unresolved puzzle in physics. Our goal in this chapter is to give the reader an impression of what the problem of quantum gravity is; why it is an important problem; the ways that have been suggested to resolve it; and what philosophical issues these approaches, and the problem itself, generate. This review is extremely selective, as it has to be to remain a manageable size: generally, rather than going into great detail in some area, we highlight the key features and the options, in the hope that readers may take up the problem for themselves—however, some of the basic formalism will be introduced so that the reader is able to enter the physics and (what little there is of) the philosophy of physics literature prepared.1 I have also supplied references for those cases where I have omitted some important facts. -
"Southern Skies and Cosmic Questions" by Ed Bertschinger
Edmund Bertschinger Southern Skies and Cosmic Questions how big is the observable universe? what is it made of? why does space repel itself? n January 2006—the middle of summer in the i Southern hemisphere—a bus full of MIT alumni, family, and friends ascended a narrow, winding dirt road through the coastal range of Chile up to 2400 meters (8000 feet) elevation. After visiting European and American national observatory sites during the preceding days, the group figure 1 Wide-angle view of the Southern sky was eager to see the private observatory of which MIT is a part- taken from the Andes Mountains of Argentina on January 28, 2007. Visible ner: the Magellan Telescopes at Las Campanas Observatory. Only are Comet McNaught, the brightest comet in over 40 years; the splotchy Milky Way; and one traveler in the group had been there before: five years earlier, our two satellite galaxies, the Magellanic Clouds. (Photo credit and copyright: Miloslav Jane Pappalardo had attended the dedication of the newly built Druckmüller) telescopes. The author, serving as a scientific tour guide, was excited to arrive finally at the facility his colleague, MIT Magellan director Prof. Paul Schechter, had helped design and commission. After traveling a week through Northern Chile we had reached the summit of a remarkable trip. C H i L E — a th i n st r i P of L a n d between the Pacific Ocean and the crest of the Andes—is an astronomical mecca. The cold Humboldt ocean current flow- ing northward from Antarctica keeps the marine clouds low against the wall of coastal mountains. -
Curriculum Vitae of Robert J. Scherrer
CURRICULUM VITAE OF ROBERT J. SCHERRER Address: Department of Physics and Astronomy Vanderbilt University Nashville, TN 37235 phone: 615-343-3230/615-343-6419 email: [email protected] Education Sept. 1977 - June 1981: Princeton University, A.B. in physics, magna cum laude Sept. 1981 - Aug. 1983: Cambridge University, M.A. in physics. Sept. 1983 - Oct. 1986: University of Chicago, Ph.D. in physics (Thesis advisor: Prof. Michael S. Turner). Positions Held Oct. 1986 - Jun. 1987, Oct. 1987 - Jul. 1988: Harvard University, Postdoctoral Research Associate. Jun. 1987 - Oct. 1987, Jul. 1988 - Dec. 1988: Queen Mary College, University of London, NATO Postdoctoral Fellow. Jan. 1989 - Sept. 1993: Assistant Professor, Department of Physics, The Ohio State University. Oct. 1993 - Sept. 1998: Associate Professor, Department of Physics, The Ohio State University. Oct. 1996 - Sept. 1998: Associate Professor, Department of Astronomy, The Ohio State University. Sept. 1997 - May 1998: Visiting Scientist, Theoretical Astrophysics Group, Fermilab Oct. 1998 - Aug. 2003: Professor, Department of Physics and Department of Astronomy, The Ohio State University. Oct. 1999 - Aug. 2003: Vice-Chair for Undergraduate Studies, Department of Physics, The Ohio State University Sept. 2003 - present: Professor, Department of Physics and Astronomy, Vanderbilt University. Jan. 2004 - present: Chair, Department of Physics and Astronomy, Vanderbilt University Honors and Awards Marshall Scholarship (1981-83). McCormick Graduate Fellowship (University of Chicago 1983-86). NATO Postdoctoral Fellowship (1987-88). The Ohio State University Alumni Award for Distinguished Teaching (1999). Fellow of the American Physical Society (2001). 5th Prize, Gravity Research Foundation Essay Competition (2007). Klopsteg Memorial Award, American Association of Physics Teachers (2010). Books Quantum Mechanics: An Accessible Introduction Robert J. -
Iii/Lppm/2016-02/27-Pml Pelatihan Guru Fisika 2016
·--------------------·----·····--------·-·--·---···· Hibah Pcngabdian Lcmbaga Pcrjanjian No: III/LPPM/2016-02/27-PML PELATIHAN GURU FISIKA 2016: INOV;\SI l'EMBELA.JARAN FISIKA DALAM BIDANG "RbJVEWABLE bJVERGY" Disusun Oleh: Ketua Pengabdi: Risti Suryantari, M.Sc Philips N. Gunawidjaja, PhD (Kctua Program Studi I<'isilm); Prof B. Suprapto Brotosiswojo, PhD; Dr Aloysius Rusli; Paulus C. Tjiang, PhD; Sylvia Hastuti Sutanto, PhD; Janto V. Sulungbudi, S.Si ; Reinard primulando, PhD; Haryanto M. Siahaan, PhD; Elok Fidiani, S.Si, M.Sc, Flaviana, S.Si, MT; Kian Ming, S.Si, M.Si Lembaga Penelitian dan Pengabdian kepada Masyarakat Universitas Katolik Parahyangan 2016 DAFTAR lSI ABSTRAK 3 Bab 1. Mitra Kegiatan 4 Bab 2. Persoalan Mitra Kegiatan 5 Bab 3. Pelaksanaan Kegiatan Pengabdian 6 Bab 4. Hasil dan Kesimpulan 13 DAFTAR PUSTAKA 13 LAMPl RAN 14 a. Kumpulan materi pelatihan b. Modul praktek penggunaan alat peraga energi terbarukan Surat rekomendasi kegiatan PGF 2016 c. 2 ABSTRAK Pada tahun 2016 Program Studi Fisika menyelenggarakan kegiatan pengabdian Pelatihan Guru Fisika (PGF) berbasis perkembangan IPTEK dengan memusatkan perhatian pada bidang 'Energi Terbarukan (Renewable Energy)'. Dalam perkembangan IPTEK, pemahaman mengenai konsep dasar energi, konservasi energi, dan sumber energi alternatif, diperlukan dalam rangka memberikan pengetahuan yang lebih luas kepada peserta didik, untuk dapat menghasilkan inovasi-inovasi yang bermanfaat. Wawasan mengenai energi terbanlkan sangat penting untuk dapat mengembangkan kreatifitas saat proses pembelajaran, sehingga proses belajar fisika menjadi lebih menarik. Dalam PGF 2016, para guru diajak untuk ber-inovasi, dengan materi pelatihan yang inovatif meliputi konsep dasar energi, perakitan alat peraga, dan wawasan mengenai sumber energi terbarukan masa depan, agar mereka terbantu dalam menyiapkan para siswa menghadapi tantangan masa depannya.