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Particle Physics with High Energy Cosmic Rays Mário Pimenta Valencia, 10/2011 Particle Physics K+- γ, W+,W-, Z0 G1,, …., G8 H0 ? Accelerators ~1930 ~ 10 MeV High Luminosity…
synchrotronorgau Jayde Livingstone – IMBL Scientist Medical Therapy Synchrotron Radiotherapy synchrotronorgau • Radiotherapy uses radiation such as x-rays γ-rays electrons…
1 One parameter exponential families The world of exponential families bridges the gap between the Gaussian family and general dis- tributions. Many properties of Gaussians…
Fourth Order Exponential Time Integrators for the Nonlinear Schrödinger Equation MaGIC Workshop 2004, Røros Håvard Berland, joint work with Bård Skaflestad and Brynjulf…
Martin J. Gander · Shu-Lin Wu the date of receipt and acceptance should be inserted later Abstract We present in this paper a time parallel algorithm for u = f(t,
Microsoft PowerPoint - Atomic structure [Compatibility Mode]Source: Corbis 7/19/2009 2 ATOMS electrons CHEMISTRY electrons electrons Electronic transitions in the Bohr model
A Limit Shape Theorem for Periodic Stochastic Dispersion DMITRY DOLGOPYAT University of Maryland VADIM KALOSHIN California Institute of Technology AND LEONID KORALOV Princeton…
Understanding the Periodic Table vrije Universiteit amsterdam PERIODIC TABLE OF THE ELEMENTS n=5n=4 n=3 n=2 llllm nl n −−−= −≤ = ,....2,1, 1 .......3,2,1 n=1 n…
3. Regression & Exponential Smoothing 3.1 Forecasting a Single Time Series Two main approaches are traditionally used to model a single time series z1, z2, . . . , zn…
The Annals of Applied Probability 2005 Vol 15 No 3 2113–2143 DOI 101214105051605000000395 © Institute of Mathematical Statistics 2005 DYNAMIC EXPONENTIAL UTILITY INDIFFERENCE…
Platonic polyhedra periodic orbits and chaotic motions in the N -body problem with non-Newtonian forces Giorgio Fusco∗ Giovanni F Gronchi† Abstract We consider the N…
Challenges in Astrophysics of CR (knee--) & γ-rays Igor V. Moskalenko (Stanford U.) Topics covered: Intro to the relevant physics Modeling of the CR propagation and…
ar X iv :1 31 0. 26 95 v1 [ as tro -p h. H E] 1 0 O ct 2 01 3 Indirect Detection of Dark Matter with γ rays Stefan Funk ∗ ∗Kavli Institute for Particle Astrophysics…
Lecture2.pptx2/7/12 Tom Gaisser 2 Energe'cs of cosmic rays • Total local energy density:
Distributional properties of exponential functionals of Lévy processes A Kuznetsov ∗ J C Pardo † M Savov ‡ This version: May 31 2011 Abstract We study the distribution…
Exponential sums over finite fields Tim Browning Autumn, 2010 1 Introduction Let p be prime and let Fp = Z/pZ. Given polynomials f, g ∈ Fp[X] with g non-zero, sums of the…
LINEAR EVOLUTION OPERATORS ON SPACES OF PERIODIC FUNCTIONS WOLFGANG ARENDT AND PATRICK J. RABIER Abstract. Given a family A(t) of closed unbounded operators on a UMD Banach…
Representing Periodic Functions by Fourier Series � � � �23.2 Introduction In this Section we show how a periodic function can be expressed as a series of sines and…
; Conductivity matrix: a(y) = (akl(y)), y ∈ IRN Symmetric matrix Boundedness |akl(y)| ≤ M Positive definiteness a(y) ≥ a0I ∀y with a0 > 0 Periodicity:
Hung V. Tran joint works with W. Jing, H. Mitake, and Y. Yu CNA Seminar, CMU, January 2020 Hung V. Tran (UW Madison) Optimal rate of convergence 1 / 22 Homogenization Theory