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Q. XU∗ AND J. S. HESTHAVEN† Abstract. We propose a discontinuous Galerkin method for convection-subdiffusion equations with a fractional operator of order α(1

QIYU SUN AND MICHAEL UNSER Abstract. The fractional Laplacian (−) γ/2 commutes with the primary coordination transformations in the Euclidean space Rd : dilation,

Recent Advances in Fractional Stochastic Volatility ModelsAlexandra Chronopoulou Industrial & Enterprise Systems Engineering University of Illinois at Urbana-Champaign

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…

Microsoft Word - SparseVFD-Lu-Hinamoto.docwith Sparse Coefficients 2 Outline • Significance • A Design Example Design Problem Find a VFD FIR digital filter of order

An Efficient Design Procedure to Implement the Fractional-Order Chaotic Jerk Systems with the Programmable Analog Platform Nimet Korkmaz ID ∗,1 and Ibrahim Ethem SACU

Ezzat.dviM.A. Ezzat 1, A.A. El-Bary 2 1 Department of Mathematics, Faculty of Education, Alexandria, Egypt 2 Arab Academy for Science and Technology, P.O. Box 1029, Alexandria,

Article Construction of New Fractional Repetition Codes from Relative Difference Sets with λ = 1 Young-Sik Kim 1,†, Hosung Park 2,*,† and Jong-Seon No 3,† 1 Department…

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

FRACTIONAL p–LAPLACIAN EVOLUTION EQUATIONS JOSÉ M. MAZÓN, JULIO D. ROSSI AND JULIÁN TOLEDO Abstract. In this paper we study the fractional p−Laplacian evolution…

A Quantization Noise Cancelling Fractional-N type ∆Σ Frequency Synthesizer using SAR-based DAC Gain Calibration Seungjin Kim, In-Young Lee, Joo-Myoung Kim, and Sang-Gug…

Arithmetic progressions in sets of fractional dimension Izabella Laba and Malabika Pramanik May 15 2008 Abstract Let E ⊂ R be a closed set of Hausdorff dimension α We…

Slide 1 Context-dependent substitution models, molecular clocks, and the arrow of time Gerton Lunter Budapest, June 2008 Slide 2 Observed Expected Slide 3 Model: nnnnnabcnnnnn…

CONCENTRATING STANDING WAVES FOR THE FRACTIONAL NONLINEAR SCHRÖDINGER EQUATION JUAN DÁVILA MANUEL DEL PINO AND JUNCHENG WEI Abstract We consider the semilinear equation…

PHYS598PTD AJLeggett 2016 Lecture 20 The ν = 52 fractional quantum Hall effect 1 The ν = 52 fractional quantum Hall effect 1 As we have seen the vast majority of quantum…

Fast Numerical Methods for Fractional Diffusion Equations Zhao-Peng Hao Department of Mathematics Worcester Polytechnic Institute Nov 9-11 2018 Fast Direct Solver Purdue…

FOCK-SOBOLEV SPACES OF FRACTIONAL ORDER HONG RAE CHO BOO RIM CHOE AND HYUNGWOON KOO ABSTRACT For the full range of index 0 p ≤ ∞ real weight α and real Sobolev order…

Acid-Base Speciation as a Function of pH Fractional composition : α notation HOCl is a weak acid chlorination Cl2 + H2O HOCl + H + + Cl- HOCl H + + OCl- Ka = 10 -7.60 pKa…

A PETROV-GALERKIN FINITE ELEMENT METHOD FOR FRACTIONAL CONVECTION-DIFFUSION EQUATIONS BANGTI JIN∗ RAYTCHO LAZAROV† AND ZHI ZHOU‡ Abstract In this work we develop variational…

1. Robust MPC for fractional-order discrete-time systems P. Sopasakisα,β, S. Ntouskasβ and H. Sarimveisβ α Institute for Advanced Studies Lucca, Italy, β National Technical…