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Subnuclear Physics: Past, Present and Future
Subnuclear Physics: Past, Present and Future International Symposium 30 October - 2 November 2011 – The purpose of the Symposium is to discuss the origin, the status and the future of the new frontier of Physics, the Subnuclear World, whose first two hints were discovered in the middle of the last century: the so-called “Strange Particles” and the “Resonance #++”. It took more than two decades to understand the real meaning of these two great discoveries: the existence of the Subnuclear World with regularities, spontaneously plus directly broken Symmetries, and totally unexpected phenomena including the existence of a new fundamental force of Nature, called Quantum ChromoDynamics. In order to reach this new frontier of our knowledge, new Laboratories were established all over the world, in Europe, in USA and in the former Soviet Union, with thousands of physicists, engineers and specialists in the most advanced technologies, engaged in the implementation of new experiments of ever increasing complexity. At present the most advanced Laboratory in the world is CERN where experiments are being performed with the Large Hadron Collider (LHC), the most powerful collider in the world, which is able to reach the highest energies possible in this satellite of the Sun, called Earth. Understanding the laws governing the Space-time intervals in the range of 10-17 cm and 10-23 sec will allow our form of living matter endowed with Reason to open new horizons in our knowledge. Antonino Zichichi Participants Prof. Werner Arber H.E. Msgr. Marcelo Sánchez Sorondo Prof. Guido Altarelli Prof. Ignatios Antoniadis Prof. Robert Aymar Prof. Rinaldo Baldini Ferroli Prof. -
And Photon-Induced Processes at the LHC 1 Introduction
Higgs and new physics in Pomeron- and photon-induced processes at the LHC David d'Enterria Laboratory for Nuclear Science, MIT, Cambridge, MA 02139-4307, USA ICC-UB & ICREA, Universitat de Barcelona, 08028 Barcelona, Catalonia 1 Introduction The primary goal of the CERN Large Hadron Collider (LHC) is the production of new particles predicted within or beyond the Standard Model (SM): Higgs boson, super- symmetric (SUSY) partners of the SM particles ... By colliding \head-on" protons at multi-TeV energies, one expects to produce new heavy particles in the under- lying high-pT parton-parton scatterings. Such collisions are characterised by large QCD activity and backgrounds which often complicate the identification of novel physics signals. In this context, the clean topologies of exclusive particle production in \peripheral" p p processes mediated by colourless exchanges { such as di-gluon colour-singlet states (aka \Pomerons") or two photons (Fig. 1, left) { is attracting increasing interest despite their much smaller cross sections, O(10−5) less, compared to the standard parton-parton interactions. Exclusive events are characterised by wide rapidity gaps (i.e. a large regions devoid of hadronic activity) on both sides of the centrally produced system and the survival of both protons scattered at very low angles with respect to the beam. The final-state is thus much cleaner, with a larger signal/background and the event kinematics can be constrained measuring the final protons. A prime process of interest at the LHC is the Central Exclusive Production (CEP) of the Higgs boson, pp p H p, (` ' represents a rapidity-gap). -
Course Syllabus
University of Science and Technology of Hanoi Address: Building 2H, 18 Hoang Quoc Viet, Cau Giay, Hanoi Telephone/ Fax: +84-4 37 91 69 60 Email: [email protected] Website: http://www.usth.edu.vn COURSE SYLLABUS Subject: Intrumentation in Ground and Academic field: Astronomy Space Astrophysics Lecturer: Dr. Pham Ngoc Diep Phone: 01689677899 E-mail: [email protected] Academic year: 2013-2014 COURSE DESCRIPTION Credit points 2 Level Undergraduate Teaching time University of Science and Technology of Hanoi Location Lecture 16 hrs Exercises 8 hrs Time Commitment Practicals 6 hrs Total 30 hrs elementary of waves, classical mechanics, quantum mechanics, nuclear Prerequisites physics and particle physics Recommended Knowledge from Prof. Quynh Lan’s lectures background knowledge This course involves an elementary introduction to astrophysics, cosmology and instrumentation in ground and space astrophysics. The logic is that students should know about the basics of astrophysics and cosmology, the major unanswered questions in the fields. Therefore, they will understand why, what and how we measure astrophysical quantities. Emphases are on understanding the principles of detecting electromagnetic waves at different wavelengths and some different Subject description: particles. It is an exploratory, first course in instrumentation designed primarily for students planning to enrol in the regular-program astrophysics or related field such as space and application courses upon completion of this course. However, it also meets the needs of many students with other interests. Each UNIT is planed to be discussed in 2 hours. With practical work and/or visit to astrophysics labs, students will see in reality how a telescope works, they will have chance to operate it, take data and make some simple data analysis. -
An Analysis on Single and Central Diffractive Heavy Flavour Production at Hadron Colliders
416 Brazilian Journal of Physics, vol. 38, no. 3B, September, 2008 An Analysis on Single and Central Diffractive Heavy Flavour Production at Hadron Colliders M. V. T. Machado Universidade Federal do Pampa, Centro de Cienciasˆ Exatas e Tecnologicas´ Campus de Bage,´ Rua Carlos Barbosa, CEP 96400-970, Bage,´ RS, Brazil (Received on 20 March, 2008) In this contribution results from a phenomenological analysis for the diffractive hadroproduction of heavy flavors at high energies are reported. Diffractive production of charm, bottom and top are calculated using the Regge factorization, taking into account recent experimental determination of the diffractive parton density functions in Pomeron by the H1 Collaboration at DESY-HERA. In addition, multiple-Pomeron corrections are considered through the rapidity gap survival probability factor. We give numerical predictions for single diffrac- tive as well as double Pomeron exchange (DPE) cross sections, which agree with the available data for diffractive production of charm and beauty. We make estimates which could be compared to future measurements at the LHC. Keywords: Heavy flavour production; Pomeron physics; Single diffraction; Quantum Chromodynamics 1. INTRODUCTION the diffractive quarkonium production, which is now sensitive to the gluon content of the Pomeron at small-x and may be For a long time, diffractive processes in hadron collisions particularly useful in studying the different mechanisms for have been described by Regge theory in terms of the exchange quarkonium production. of a Pomeron with vacuum quantum numbers [1]. However, the nature of the Pomeron and its reaction mechanisms are In order to do so, we will use the hard diffractive factoriza- not completely known. -
ANTIMATTER a Review of Its Role in the Universe and Its Applications
A review of its role in the ANTIMATTER universe and its applications THE DISCOVERY OF NATURE’S SYMMETRIES ntimatter plays an intrinsic role in our Aunderstanding of the subatomic world THE UNIVERSE THROUGH THE LOOKING-GLASS C.D. Anderson, Anderson, Emilio VisualSegrè Archives C.D. The beginning of the 20th century or vice versa, it absorbed or emitted saw a cascade of brilliant insights into quanta of electromagnetic radiation the nature of matter and energy. The of definite energy, giving rise to a first was Max Planck’s realisation that characteristic spectrum of bright or energy (in the form of electromagnetic dark lines at specific wavelengths. radiation i.e. light) had discrete values The Austrian physicist, Erwin – it was quantised. The second was Schrödinger laid down a more precise that energy and mass were equivalent, mathematical formulation of this as described by Einstein’s special behaviour based on wave theory and theory of relativity and his iconic probability – quantum mechanics. The first image of a positron track found in cosmic rays equation, E = mc2, where c is the The Schrödinger wave equation could speed of light in a vacuum; the theory predict the spectrum of the simplest or positron; when an electron also predicted that objects behave atom, hydrogen, which consists of met a positron, they would annihilate somewhat differently when moving a single electron orbiting a positive according to Einstein’s equation, proton. However, the spectrum generating two gamma rays in the featured additional lines that were not process. The concept of antimatter explained. In 1928, the British physicist was born. -
The Pomeron in QCD
Reggeons in QFT The reggeized Gluon The BFKL Equation Applications Colour Dipoles Running Coupling Higher The Pomeron in QCD Douglas Ross University of Southampton 2014 QCD Pomeron University of Southampton Reggeons in QFT The reggeized Gluon The BFKL Equation Applications Colour Dipoles Running Coupling Higher Topics to be Covered ◮ Introduction to Regge Theory- the “classical” Pomeron ◮ Building a Reggeon in Quantum Field Theory ◮ The “reggeized” gluon ◮ The QCD Pomeron - the BFKL Equation ◮ Some Applications ◮ Diffraction and the Colour Dipole Approach ◮ Running the Coupling ◮ Higher Order Corrections in BFKL ◮ Soft and hard Pomerons QCD Pomeron University of Southampton Reggeons in QFT The reggeized Gluon The BFKL Equation Applications Colour Dipoles Running Coupling Higher Strong Interactions Before QCD Extract information from unitarity and analyticity properties of S-matrix. Unitarity - Optical Theorem . ℑmAαα = ∑AαnAn∗α n 1 ℑmA(s,t = 0) = σ 2s TOT Can be extended (Cutkosky Rules) ∆s Aαβ = ∑ AαnAn∗β cuts Leads to self-consistency relations for scattering amplitudes (Bootstrap) QCD Pomeron University of Southampton Reggeons in QFT The reggeized Gluon The BFKL Equation Applications Colour Dipoles Running Coupling Higher Partial Wave Analysis b c J a d ab cd A → (s,t) = ∑aJ(s)PJ (1 2t/s), [cosθ = (1 2t/s), mi 0] J − − → Crossing: ac¯ bd¯ ab cd A → (s,t) = A → (t,s) = ∑aJ(t)P(J,1 2s/t) J − In the limit s t (diffractive scattering) ≫ P(J,1 2s/t) sJ − ∼ so that ac¯ bd¯ s ∞ J A → (s,t) → ∑bJ(t)s → J QCD Pomeron University of Southampton Reggeons in QFT The reggeized Gluon The BFKL Equation Applications Colour Dipoles Running Coupling Higher Sommerfeld-Watson Transformation iπJ ¯ (2J + 1) η + e Aac¯ bd(s,t) = aη(J,t)P(J,2s/t) → I ∑ C η= 1 sinπJ 2 ± plane l Poles at integer J C Deform contour to ′ For large n 0 C C s, integral along ′ is zero. -
Finding the W and Z Products, Etc
CERN Courier May 2013 CERN Courier May 2013 Reminiscence Anniversary on precisely the questions that the physicists at CERN would be interested in: the cross-sections for W and Z production; the expected event rates; the angular distribution of the W and Z decay Finding the W and Z products, etc. People would also want to know how uncertain the predictions for the W and Z masses were and why certain theorists (J J Sakurai and James Bjorken among them) were cautioning that the masses could turn out to be different. The writing of the trans- parencies turned out to be time consuming. I had to make frequent revisions, trying to anticipate what questions might be asked. To Thirty years ago, CERN made scientifi c make corrections on the fi lm transparencies, I was using my after- shave lotion, so that the whole room was reeking of perfume. I history with the discoveries of the W and was preparing the lectures on a day-by-day basis, not getting much sleep. To stay awake, I would go to the cafeteria for a coffee shortly Z bosons. Here, we reprint an extract from before it closed. Thereafter I would keep going to the vending the special issue of CERN Courier that machines in the basement for chocolate – until the machines ran out of chocolate or I ran out of coins. commemorated this breakthrough. After the fourth lecture, the room in the dormitory had become such a mess (papers everywhere and the strong smell of after- shave) that I decided to ask the secretariat for an offi ce where I Less than 11 months after Lalit Sehgal’s visit to CERN, Carlo could work. -
Hep-Th/0011078V1 9 Nov 2000 1 Okspotdi Atb H ..Dp.O Nryudrgrant Under Energy of Dept
CALT-68-2300 CITUSC/00-060 hep-th/0011078 String Theory Origins of Supersymmetry1 John H. Schwarz California Institute of Technology, Pasadena, CA 91125, USA and Caltech-USC Center for Theoretical Physics University of Southern California, Los Angeles, CA 90089, USA Abstract The string theory introduced in early 1971 by Ramond, Neveu, and myself has two-dimensional world-sheet supersymmetry. This theory, developed at about the same time that Golfand and Likhtman constructed the four-dimensional super-Poincar´ealgebra, motivated Wess and Zumino to construct supersymmet- ric field theories in four dimensions. Gliozzi, Scherk, and Olive conjectured the arXiv:hep-th/0011078v1 9 Nov 2000 spacetime supersymmetry of the string theory in 1976, a fact that was proved five years later by Green and myself. Presented at the Conference 30 Years of Supersymmetry 1Work supported in part by the U.S. Dept. of Energy under Grant No. DE-FG03-92-ER40701. 1 S-Matrix Theory, Duality, and the Bootstrap In the late 1960s there were two parallel trends in particle physics. On the one hand, many hadron resonances were discovered, making it quite clear that hadrons are not elementary particles. In fact, they were found, to good approximation, to lie on linear parallel Regge trajectories, which supported the notion that they are composite. Moreover, high energy scattering data displayed Regge asymptotic behavior that could be explained by the extrap- olation of the same Regge trajectories, as well as one with vacuum quantum numbers called the Pomeron. This set of developments was the focus of the S-Matrix Theory community of theorists. -
QCD Pomeron in 77 and 7*7* Collisions Penetration of the Earth
124 high densities [3]. We study also implications of the presence of a mixed phase for the structure of neutron stars. References: 1. M. Kutschera, Acta Phys. Pol. B 29 (1998) 25; 2. S. Kubis, M. Kutschera, and S. Stachniewicz, Acta Phys. Pol. B 29 (1998) 809; "Neutron Stars in Relativistic Mean Field Theory with Isovector Scalar Meson", in: "Nuclear Astrophysics", eds M. Buballa, W. Norenberg, J. Wambach, A. Wirzba, GSI Darmstadt, 1998; 3. M. Kutschera and J. Niemiec, "Mixed Quark-Nucleon Phase in Neutron Stars and Nuclear Symmetry Energy", IFJ Report 1810/PH (1998). QCD Pomeron in 77 and 7*7* collisions J. Kwiecinski and L. Motyka1 |||||||||||||||||||||] PL9902501 1 Institute of Physics, Jagiellonian University, Krakow, Poland The reaction 77 —> J/tyJ/ty is discussed assuming dominance of the QCD BFKL pomeron exchange. We give prediction for the cross-section of this process for LEP2 and TESLA energies. We solve the BFKL equation in the non-forward configuration taking into account dominant non-leading effects which come from the requirement that the virtuality of the exchanged gluons along the gluon ladder is controlled by their transverse momentum squared. We compare our results with those corresponding to the simple two gluon exchange mechanism and with the BFKL pomeron exchange in the leading logarithmic approximation. The BFKL effects are found to generate a steeper t-dependence than the two gluon exchange. The cross-section is found to increase with increasing CM energy W as (W2)2X. The parameter A is slowly varying with W and takes the values A ~ 0.23 — 0.28. -
RESEARCH ASSOCIATE in Particle Physics THEORETICAL NUCLEAR PHYSICS
Andrei Dimitrievich Sakharov 1921-1989 People and things Andrei Dimitrievich Sakharov, the quark model, and pioneer talented and versatile scientist, ideas in the quantum theory of fearless activist and staunch gravity. proponent of human rights, fig• He was not able to receive his urehead for Soviet perestroika, Nobel Award in person. From described in the citation for his 1980, during his exile in Gorki, 1975 Nobel Peace Prize as he tried to keep in touch with CERN elections and appointments 'spokesman for the conscience developments in science, receiv• of mankind', died on 14 Decem• ing physics literature, including At its December meetings, CERN ber. the CERN Courier, by registered Council elected C. Lopez, Rector of Beginning research at Lenin• mail. the Autonomous University of Ma• grad's Lebedev Institute in 1945 With the new direction in So• drid, and E. W.J. Mitchell, Chairman under Igor Tamm, he first came viet policy he reemerged as a of the UK Science and Engineering to prominence with his early popular champion in the USSR. Research Council, as Vice-Presi• 1950s contributions to thermo• Last year, accompanied by his dents, and Chris Llewellyn-Smith of nuclear fusion with Tamm, in• wife Elena Bonner, he embarked Oxford as Chairman of the Science cluding the idea to contain plas• on a visit of major world physics Policy Committee. ma in a magnetic 'bottle', later Laboratories. In 1990, the CERN Directorate to become known as the toka- In a message entitled 'The re• consists of Research Directors mak. For his fusion work he be• sponsibility of scientists' to a Pierre Darriulat, Walter Hoogland came an Academician in 1953 1981 New York meeting in his and John Thresher; Gunther Plass at the age of only 32, the youn• honour, he wrote 'scientists are as Director of Accelerators; gest ever to be so honoured. -
Abraham Seiden Santa Cruz Institue for Particle Physics (SCIPP) UC Santa Cruz Department of Physics
Abraham Seiden Santa Cruz Institue for Particle Physics (SCIPP) UC Santa Cruz Department of Physics PROFESSIONAL PREPARATION Columbia University Applied Physics B.S. 1967 California Institute of Technology Physics M.S. 1970 University of California, Santa Cruz Physics Ph.D. 1974 POST DOCTORAL APPOINTMENTS 1975-1976 Postdoctoral Research Scientist, High Energy Physics, University of California, Santa Cruz 1974-1975 Visiting Scientist, CERN APPOINTMENTS 2008-present Distinguished Professor of Physics, University of California, Santa Cruz 1981-2010 Director, Santa Cruz Institute for Particle Physics 1986-2008 Professor of Physics, University of California, Santa Cruz 1985-1986 Visiting Scientist, European Laboratory for Particle Physics (CERN) 1981-1985 Associate Professor of Physics, University of California, Santa Cruz 1978-1981 Assistant Professor of Physics, University of California, Santa Cruz 1976-1978 Assistant Professor of Physics in Residence, University of California, Santa Cruz SELECTED PUBLICATIONS PERTINENT TO THIS PROPOSAL (Primary Author Only) 1. Characteristics of the ATLAS and CMS Detectors. A. Seiden, Phil. Trans. R. Soc., 370 no. 1961, 892 (2012). 2. Comparing radiation tolerant materials and devices for ultra rad-hard tracking detectors. M. Bruzzi, H.F.W. Sadrozinski, A. Seiden, Nucl.Instrum.Meth. A579:754 (2007). 3. Radiation-hard semiconductor detectors for Super LHC. M. Bruzzi et al. Nucl. Instrum. Meth. A 541: 189 (2005). 4. Tracking detectors for the sLHC, the LHC upgrade. H.F.W. Sadrozinski and A. Seiden, Nucl. Instrum. Meth. A 541: 434 (2005) 5. Ionization Damage on Atlas-SCT Front-End Electronics considering Low-Dose-Rate Effects. M. Ullan et al., IEEE Trans. Nucl. Sci. 49:1106, (2002). -
Pomeron in the N=4 Supersymmetric Gauge Model at Strong Couplings
A.V.Kotikov, JINR, Dubna (in collab. with L.N.Lipatov PNPI,Gatchina,S’Petersburg) International Workshop “Supersymmetries and Quantum Symmetries”, July 29 – August 3, 2013, Dubna Pomeron in the =4 supersymmetric gauge model N at strong couplings OUTLINE 1. Introduction 2. Results 3. Conclusions. The BFKL Pomeron intercept at =4 super-symmetric gauge N theory in the form of the inverse coupling expansion j =2 2λ 1/2 λ 1 +1/4 λ 3/2 +2(1+3ζ )λ 2 + O(λ 5/2) 0 − − − − − 3 − − is found with the use of the AdS/CFT correspondence in terms of string energies calculated recently. Introduction Pomeron is the Regge singularity of the t-channel partial wave (G.F.Chew and S.C.Frautschi, 1961), (V.N.Gribov, 1962) responsible for the approximate equality of total cross-sections for high energy particle-particle and particle-antiparticle interactions valid in an accordance with the Pomeranchuck theorem (I.Ya.Pomeranchuk, 1958), (L.B.Okun and I.Ya.Pomeranchukand , 1956) In QCD the Pomeron is a colorless object, constructed from reggeized gluons (I.I.Balitsky, V.S.Fadin, E.A.Kuraev and L.N.Lipatov, 1975–1979) The investigation of the high energy behavior of scattering am- plitudes in the = 4 Supersymmetric Yang-Mills (SYM) model N (A.V.K., L.N.Lipatov, 2000, 2003) is important for our understand- ing of the Regge processes in QCD. Indeed, this conformal model can be considered as a simplified ver- sion of QCD, in which the next-to-leading order (NLO) corrections (V.S.Fadin and L.N.Lipatov, 1986) to the Balitsky-Fadin-Kuraev- Lipatov (BFKL) equation are comparatively simple and numerically small.