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Slide 1 How Does WFC3 Geometric Distortion Vary with Time ? Kozhurina-Platais Slide 2 Ω Cen observed with the WFC3/UVIS and IR F606W & F160W filters Wide Range…
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…
21Sep2011 GunmaUniversity KobayashiLab International Test Conference 2011 Poster No19 Low-Distortion Single-Tone and Two-Tone Sinewave Generation Using Σ∆ DAC T Yamada…
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…
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…
FEATURES ● LOW DISTORTION: 0.0003% at 1kHz ● LOW NOISE: 10nV/√Hz ● HIGH SLEW RATE: 25V/µs ● WIDE GAIN-BANDWIDTH: 20MHz ● UNITY-GAIN STABLE ● WIDE SUPPLY RANGE:…
FEATURES ● LOW DISTORTION: 0.0003% at 1kHz ● LOW NOISE: 10nV√Hz ● HIGH SLEW RATE: 25Vµs ● WIDE GAIN-BANDWIDTH: 20MHz ● UNITY-GAIN STABLE ● WIDE SUPPLY RANGE:…
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…
Berkeley BJT High Frequency Distortion Prof Ali M Niknejad UC Berkeley Copyright c© 2014 by Ali M Niknejad Niknejad Advanced IC’s for Comm High Frequency Distortion in…
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…