'Scaling function' presentation slideshows

CS448f: Image Processing For Photography and Vision

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658 views • 52 slides

Relativistic Models for Electron and Neutrino-Nucleus Scattering Carlotta Giusti

Relativistic Models for Electron and Neutrino-Nucleus Scattering Carlotta Giusti University and INFN Pavia in collaboration with: A. Meucci (Pavia) F.D. Pacati (Pavia) J.A. Caballero (Sevilla)

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Detection of financial crisis by methods of multifractal analysis

Detection of financial crisis by methods of multifractal analysis. I. Agaev Department of Computational Physics Saint-Petersburg State University e-mail: ilya-agaev@yandex.ru. Contents. Introduction to econophysics What is econophysics? Methodology of econophysics Fractals

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Wavelets and Multiresolution Processing (Multiresolution Analysis)

Digital Image Processing. Wavelets and Multiresolution Processing (Multiresolution Analysis). Christophoros Nikou cnikou@cs.uoi.gr. Contents. Image pyramids Subband coding The Haar transform Multiresolution analysis Series expansion Scaling functions Wavelet functions Wavelet series

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Using Wavelets for Recognition of Cognitive Pattern Primitives

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Daubechies Wavelets

Daubechies Wavelets. A first look Ref: Walker (Ch.2) Jyun-Ming Chen, Spring 2001. Introduction. A family of wavelet transforms discovered by Ingrid Daubechies Concepts similar to Haar (trend and fluctuation ) Differs in how scaling functions and wavelets are defined longer supports.

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An Introduction to Discrete Wavelet Transforms

An Introduction to Discrete Wavelet Transforms. Advisor : Jian-Jiun Ding, Ph. D. Presenter : Ke-Jie Liao NTU,GICE,DISP Lab,MD531. Outlines. Introduction Continuous Wavelet Transforms Multiresolution Analysis Backgrounds Image Pyramids Subband Coding MRA Discrete Wavelet Transforms

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Sunny W. Y. Tam 1,2 , Tom Chang 3 , Paul M. Kintner 4 , and Eric M. Klatt 5

ROMA (Rank-Ordered Multifractal Analysis) for Intermittent Fluctuations with Global Crossover Behavior. Sunny W. Y. Tam 1,2 , Tom Chang 3 , Paul M. Kintner 4 , and Eric M. Klatt 5. 1 Institute of Space, Astrophysical and Plasma Sciences, National Cheng Kung University, Tainan, Taiwan

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Scaling and Universality near the Superfluid Transition of 4 He in Restricted Geometries

Scaling and Universality near the Superfluid Transition of 4 He in Restricted Geometries. In collaboration with Edgar Genio, Daniel Murphy, and Tahar Aouaroun Department of Physics and iQUEST, University of California, Santa Barbara Feng-Chuan Liu and Yuan-Ming Liu

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Energy-Aware Modeling and Scheduling of Real-Time Tasks for Dynamic Voltage Scaling

Energy-Aware Modeling and Scheduling of Real-Time Tasks for Dynamic Voltage Scaling. Xiliang Zhong and Cheng-Zhong Xu Dept. of Electrical & Computer Engg. Wayne State University Detroit, Michigan http://www.cic.eng.wayne.edu. Outline. Introduction and Related Work

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Locating critical point of QCD phase transition by finite-size scaling

Locating critical point of QCD phase transition by finite-size scaling. Chen Lizhu 1 , X. S. Chen 2 , Wu Yuanfang 1 1 IOPP, Huazhong Normal University, Wuhan, China 2 ITP, Chinese Academy of Sciences, Beijing 100190, China. Thanks to: Prof. Liu Lianshou, Dr. Li Liangshen and Prof. Hou Defu.

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TTM4142 Networked Multimedia Systems Video Basics Lossy Compression

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H. Ohno for WHOT-QCD Collaboration

Scaling study of the chiral phase transition in two-flavor QCD for the improved Wilson quarks at finite density. H. Ohno for WHOT-QCD Collaboration. The 3rd A01 group workshop CCS, University of Tsukuba, July 7, 2010. Plan of this talk. Introduction QCD phase diagram

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Lecture05

Lecture05. Transform Coding. Typical image compression steps. Transform Coding to de-correlate the signal using a signal transform such as Discrete Cosine Transform (DCT). Discrete wavelet Transform (DWT). Quantization: This is where the information loss occurs.

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The Physics of Granular Materials

Application of Statistics and Percolation Theory. The Physics of Granular Materials. Temmy Brotherson Michael Lam. Granular Materials. What are granular materials? Macroscopic particles Interaction between particles- repulsive contact forces Why are they studied? Use

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Wavelet Transform Yuan F. Zheng Dept. of Electrical Engineering The Ohio State University

Wavelet Transform Yuan F. Zheng Dept. of Electrical Engineering The Ohio State University. DAGSI Lecture Note . Wavelet Transform (WT). Wavelet transform decomposes a signal into a set of basis functions. These basis functions are called wavelets

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Digital Watershed:

Digital Watershed:. A Nationwide Web Application Tool for Effective Watershed Management. Institute of Water Research Michigan State University. Introduction.

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System and experimental setup Studied a wetting film of binary mixture MC/PFMC on Si(100) ,

Perfluoro- methylcyclohexane (PFMC). Methylcyclohexane (MC). Outer cell ( ? 0.03 ? C). MC + PFMC wetting film on Si(100) at T = T rsv + D T . Inner cell ( ? 0.001 ? C). z. Saturated MC + PFMC vapor. Bulk reservoir: Critical MC + PFMC mixture ( x ~ x c = 0.36 )

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WHOT-QCD Collaboration:

WHOT-QCD Collaboration: S. Aoki 1 , S. Ejiri 2 , T. Hatsuda 3 , K. Kanaya 4 , Y. Maezawa 5 , Y. Nakagawa 2 , H. Ohno 6 , H. Saito 7 , T. Umeda 8 , and S. Yoshida 3 1 Kyoto Univ., 2 Niigata Univ., 3 RIKEN, 4 Univ. of Tsukuba, 5 BNL, 6 Bielefeld Univ., 7 DESY, 8 Hiroshima Univ.,.

136 views • 1 slides