### Stable Non-**Gaussian** Random Processes

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This book serves as a standard reference, making this area accessible not only to researchers in probability and statistics, but also to graduate students and practitioners. The book assumes only a first-year graduate course in probability. Each c

### Handbook of Percentage Points of the Inverse **Gaussian** Distributions

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The purpose of this handbook is to provide comprehensive tables of percentage points of the inverse

**Gaussian**distribution. There is no other publication available today which condenses these tables - to such extent-in a concise, straightforward ma### Stochastic Analysis of Mixed Fractional **Gaussian** Processes

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Stochastic Analysis of Mixed Fractional

**Gaussian**Processes presents the main tools necessary to characterize**Gaussian**processes. The book focuses on the particular case of the linear combination of independent fractional and sub-fractiona### CRC Handbook of Tables for Order Statistics from Inverse **Gaussian** Distributions with Applications

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First derived within the context of life-testing, inverse

**Gaussian**distribution has become one of the most important and widely employed distributions, and is often used to model the lifetimes of components. It is also used as a model in many vari**Gaussian** Processes on Trees

https://www.kobo.com/us/en/ebook/gaussian-processes-on-trees...

Branching Brownian motion (BBM) is a classical object in probability theory with deep connections to partial differential equations. This book highlights the connection to classical extreme value theory and to the theory of mean-field spin glasses

### Non-**Gaussian** Statistical Communication Theory

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The book is based on the observation that communication is the central operation of discovery in all the sciences. In its "active mode" we use it to "interrogate" the physical world, sending appropriate "signals & q

### Analysis on **Gaussian** Spaces

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Analysis of functions on the finite dimensional Euclidean space with respect to the Lebesgue measure is fundamental in mathematics. The extension to infinite dimension is a great challenge due to the lack of Lebesgue measure on infinite dimensiona

**Gaussian** Basis Sets for Molecular Calculations

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Physical Sciences Data, Volume 16:

**Gaussian**Basis Sets for Molecular Calculations provides information pertinent to the**Gaussian**basis sets, with emphasis on lithium, radon, and important ions. This book discusses the polarization functions prepared for lithium through radon for further improvement of the basis sets. Organized into three chapters, this volume begins with an overview of the basis set for the most stable negative and positive ions. This text then explores the total atomic energies given by the basis sets. Other chapters consider the distinction between diffuse functions and polarization function. This book presents as well the exponents of polarization function. The final chapter deals with the**Gaussian**basis sets. This book is a valuable resource for chemists, scientists, and research workers.### Modelling and Control of Dynamic Systems Using **Gaussian** Process Models

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This monograph opens up new horizons for engineers and researchers in academia and in industry dealing with or interested in new developments in the field of system identification and control. It emphasizes guidelines for working solutions and pra

### Lectures on **Gaussian** Processes

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**Gaussian**processes can be viewed as a far-reaching infinite-dimensional extension of classical normal random variables. Their theory presents a powerful range of tools for probabilistic modelling in various academic and technical domains such as

### The **Gaussian** Approximation Potential

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Simulation of materials at the atomistic level is an important tool in studying microscopic structures and processes. The atomic interactions necessary for the simulations are correctly described by Quantum Mechanics, but the size of systems and t

### Handbook for Applied Modeling: Non-**Gaussian** and Correlated Data

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Designed for the applied practitioner, this book is a compact, entry-level guide to modeling and analyzing non-

**Gaussian**and correlated data. Many practitioners work with data that fail the assumptions of the common linear regression models, necess### VaR Methodology for Non-**Gaussian** Finance

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With the impact of the recent financial crises, more attention must be given to new models in finance rejecting "Black-Scholes-Samuelson" assumptions leading to what is called non-

**Gaussian**finance. With the growing importance of Solvency II, Basel### The Plasma Dispersion Function: The Hilbert Transform of the **Gaussian**

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The Plasma Dispersion Function: The Hilbert Transform of the

**Gaussian**focuses on the reactions, transformations, and calculations involved in plasma dispersion function. The book first offers information on the properties of Z, including symmetry properties, values for special arguments, power series, asymptotic expansion, and differential equation characterization. The text then ponders on the applications to plasma physics. Numerical calculations on the function of Z are presented. The manuscript takes a look at table generation and accuracy wherein various methods are proposed in computing the error function in the multiple regions of the complex plane. The text also elaborates on the general behavior of the functions. The book is a dependable reference for readers interested in the plasma dispersion function.### Detection of Random Signals in Dependent **Gaussian** Noise

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The book presents the necessary mathematical basis to obtain and rigorously use likelihoods for detection problems with

**Gaussian**noise. To facilitate comprehension the text is divided into three broad areas - reproducing kernel Hilbert spaces, Cra**Gaussian** Capacity Analysis

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This monograph develops the

**Gaussian**functional capacity theory with applications to restricting the**Gaussian**Campanato/Sobolev/BV space. Included in the text is a new geometric characterization of the**Gaussian**1-capacity and the**Gaussian**Poincaré### Stable Non-**Gaussian** Self-Similar Processes with Stationary Increments

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This book provides a self-contained presentation on the structure of a large class of stable processes, known as self-similar mixed moving averages. The authors present a way to describe and classify these processes by relating them to so-called

### Electron Correlation in Molecules - ab initio Beyond **Gaussian** Quantum Chemistry

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Electron Correlation in Molecules - ab initio Beyond

**Gaussian**Quantum Chemistry presents a series of articles concerning important topics in quantum chemistry, including surveys of current topics in this rapidly-developing field that has### Vessel Detection Experiments Using a **Gaussian** Matched Filter: Chapter 9 from Image Modeling of the Human Eye

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Chapter 9 from Image Modeling of the Human Eye, Rajendra Archarya U, Eddie Y.K. Ng, and Jasjit S. Suri editors

### Progress in Optics

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Volume XXXIX presents five review articles dealing with topics of current research interest in optics. The book opens with a chapter dealing with the analytic extension of the concept of geometrical optics rays into the complex domain. The extension is intimately related to inhomogeneous (evanescent) waves, which are currently of particular interest in connection with the rapidly developing area of near-field optics. The results are also relevant to investigations of wave attenuation in absorbing media, and to the understanding of light penetration into geometrical shadow regions, excitation of surface waves and propagation of

**Gaussian**beams. In this article the principles are presented, with special emphasis on the physical significance of complex rays and their applications.