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Variational dimension of random sequences and its application
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Large-scale fluctuations in the interplanetary medium
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Use of CMW representations for non linear random process applications, Statistical Models and TurbulenceM.

Fractional order signal processing of electrochemical noises
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The Fractional Fourier transform has complexity similar to the fast Fourier transform algo- rithm. In self-similar randomprocessapplications, it is possible to improve performance by the use of the fractional Fourier transform instead of the ordinary Fourier transform.

Active ir thermography processing based on higher order statistics for nondestructive evaluation
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Page 1. ACTIVE IR THERMOGRAPHY PROCESSING BASED ON HIGHER ORDER

The Wiener-Hermite expansion applied to decaying isotropic turbulence using a renormalized time-dependent base
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The Wiener-Hermite expansion applied to decaying isotropic turbulence using a renormalized time-dependent base Approximation theory suggests that series expansions and projections represent standard tools for randomprocessapplications from both numerical and statistica.

Mathematical Summary for Digital Signal Processing Applications with Matlab
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Page 1. ES Gopi Mathematical Summary for Digital Signal Processing Applications With Matlab Page 2. Mathematical Summary for Digital Signal Processing Applications with Matlab Page 3. ES Gopi Mathematical Summary

Electrochemical noise signal processing using R/S analysis and fractional Fourier transform
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4.2 Frequency domain Fractional Fourier transform has complexity proportional to the fast Fourier transform algorithm. In the self-similar randomprocessapplications, it is possible to improve performance by the use of the fractional

Random dynamical systems in finance
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Page 1. RAN DO M DYNAM I CAL A ANATOLIY SWISHCHUK SHAFIQUL ISLAM N IE EA TN SI YF S Page 2. RANDOM DYNAMICAL SYSTEMS IN FINANCE Page 3. Page 4. RANDOM DYNAMICAL SYSTEMS IN FINANCE ANATOLIY SWISHCHUK SHAFIQUL ISLAM Page 5.

" Statistical Models and Turbulence": Comments on Turbulence and a Report on the Satellite Symposium
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Fractional Brownian motions, fractional noises, and applications. SIAM Review, 10, 422-437. [16] Meecham, W. (1971). Use of Cameron-Martin-Weiner representations for nonlinear randomprocess applications. Proc. SSMT, Lecture Notes in Physics, 12, 205-229.

First-order Wiener-Hermite expansion in the electromagnetic scattering by conducting rough surfaces
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First-order Wiener-Hermite expansion in the electromagnetic scattering by conducting rough surfaces Cornel Eftimiu McDonnell Douglas Research Laboratories, St. Louis, Missouri

The Poisson Random Process. Applications of Probability Theory to Operations Research. Modules and Monographs in Undergraduate Mathematics and Its
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Wil0e,.Carroll 0. The Poisson Random Process. Applicatilons Probability Theory to Operations_Research ; Moduiles and Monographs in Undergraduate Mathematics and ItsApplications p,roject. UMAP Unit 340 iEducaliion Devlopment Center, Inc., Newton, Mass. 'National Science

Random Variables and Stochastic Processes
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Page 1. Random Variables and Stochastic Processes Maria Huhtala Maria.Huhtala@hut.fi 47004v April 3, 2001 Page 2. 2 Contents 1 Introduction 3 2 Random Variables 4 2.1 Basic Concepts of Probability Calculus Joined Distributions and Bayes' Rule

Second-order Wiener-Hermite expansion in the electromagnetic scattering by conducting rough surfaces
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Page 1. Radio Science, Volume 23, Number 6, Pages 107 -1084, November-December 1988 Second-order Wiener-Hermite expansion in the electromagnetic scattering by conducting rough surfaces Cornel Eftimiu McDonnell Douglas Research Laboratories, St. Louis, Missouri

A method for power spectrum parameter estimation
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CONTSOL ftft Group Report 1965-8 MJ Levin A Method for Power Spectrum Parameter Estimation

On the Goodness-of-fit Testing of Composite Hypothesis for Dynamical Systems with Small Noise
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