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STRONTIUM OPTICAL LATTICE CLOCKS Eva Bookjans GPHYS, July 6th 2016 ATOMIC CLOCKS ω(t) Local Oscillator δωexp ω(t) = ω0(1+ε+y(t)) Interrogation Frequency Reference ω0…

IJMMS 2004:47 2503–2507 PII S0161171204312366 http:ijmmshindawicom © Hindawi Publishing Corp LYAPUNOV STABILITY SOLUTIONS OF FRACTIONAL INTEGRODIFFERENTIAL EQUATIONS SHAHER…

Landolt-Börnstein SubstanceProperty Index III41: Semiconductors revised and extended contents of the volumes III17 and III22 Subvolume III41A1: Group IV elements IV-IV and…

Alignment and Stability of NSLS-II Magnet System* Animesh Jain Superconducting Magnet Division Brookhaven National Laboratory, Upton, NY 11973 for the NSLS-II Magnet Team…

Fα(x) = Cαe iπy 2 cotα ∫ f (x)e iπx 2 cotαe−i 2π sin α xy dx Aplicación en Scilab para el tratamiento de señales con la transformación de Fourier fraccionaria:…

INFINITELY MANY POSITIVE SOLUTIONS OF FRACTIONAL NONLINEAR SCHRÖDINGER EQUATIONS WITH NON-SYMMETRIC POTENTIALS WEIWEI AO JUNCHENG WEI AND WEN YANG ABSTRACT We consider…

The Fractional Laplacian for the Fractional PDEsI Kailai Xu1 Abstract Recent years have witnessed a notable boom in the research interest in the modeling using nonlocal operators.…

ISSN 1 746-7233, England, UK World Journal of Modelling and Simulation Vol. 9 (2013) No. 2, pp. 139-149 Numerical Behavior of a Fractional Order HIV/AIDS Epidemic Model Mohammad…

Lattice Quantum Chromodynamics Francesco Knechtli Bergische Universität Wuppertal 8th September, 2016 Summer School on the Standard Model and Beyond, Corfu Outline Lattice…

EECS 142 Lecture 8: Distortion Metrics Prof Ali M Niknejad University of California Berkeley Copyright c© 2005 by Ali M Niknejad A M Niknejad University of California Berkeley…

SIGNALING PROBLEM FOR TIME-FRACTIONAL DIFFUSION-WAVE EQUATION IN A HALF-PLANE Yuriy Povstenko Abstract The time-fractional diffusion-wave equation is considered in a half-plane.…

4 Lattice Periodicity 41 Lattice Periodicity In part 3 we saw that the many-body problem can be reduced exactly to the self-consistent solution of effective single-particle…

DISCONTINUOUS GALERKIN METHOD FOR FRACTIONAL CONVECTION-DIFFUSION EQUATIONS Q XU∗ AND J S HESTHAVEN† Abstract We propose a discontinuous Galerkin method for convection-subdiffusion…

Coincidence-Site-Lattice Twist Boundaries in Bicrystalline α‑Fe2O3 Nanoblades Yiqian Wang*† Chao Wang† Lu Yuan‡ Rongsheng Cai† Xuehua Liu†§ Chunyan Li† and…

Λ◦λ : Functional Lattice Cryptography Eric Crockett* Chris Peikert† August 17, 2016 Abstract This work describes the design, implementation, and evaluation of Λ◦λ,…

Simple Mechanical Fractional Derivative Models 1 Friedrich, C., H. Schiessel, et al. 1999. Constitutive behavior modeling and fractional derivatives. Rheology Series: 429-466.…

HOMOGENIZATION OF RANDOM FRACTIONAL OBSTACLE PROBLEMS VIA Γ-CONVERGENCE MATTEO FOCARDI Abstract. Γ-convergence methods are used to prove homogenization results for fractional…

1 Lattice Design in Particle Accelerators Bernhard Holzer DESY Particle acceleration where lattice design is not needed 2sin 1* Kr8 entZNN 4222 0 42 i θπε θ = Historical…

Coincidence-Site-Lattice Twist Boundaries in Bicrystalline α‑Fe2O3 Nanoblades Yiqian Wang*† Chao Wang† Lu Yuan‡ Rongsheng Cai† Xuehua Liu†§ Chunyan Li† and…

PowerPoint PresentationConcept of Fractional derivatives 1) Friedrich, C., H. Schiessel, et al. (1999). "Constitutive behavior modeling and fractional derivatives."