Efficient Estimation Of Spectral Functionals For Gaussian Stationary Models,
2011
Louisiana State University
Efficient Estimation Of Spectral Functionals For Gaussian Stationary Models, Mamikon S Ginovyan
Communications on Stochastic Analysis
No abstract provided.
On Fractional Ornstein-Uhlenbeck Processes,
2011
Louisiana State University
On Fractional Ornstein-Uhlenbeck Processes, Terhi Kaarakka, Paavo Salminen
Communications on Stochastic Analysis
No abstract provided.
Itô'S Formula For A Sub-Fractional Brownian Motion,
2011
Louisiana State University
Itô'S Formula For A Sub-Fractional Brownian Motion, Litan Yan, Guangjun Shen, Kun He
Communications on Stochastic Analysis
No abstract provided.
Self-Similarity Parameter Estimation And Reproduction Property For Non-Gaussian Hermite Processes,
2011
Louisiana State University
Self-Similarity Parameter Estimation And Reproduction Property For Non-Gaussian Hermite Processes, Alexandra Chronopoulou, Ciprian A Tudor, Frederi G Viens
Communications on Stochastic Analysis
No abstract provided.
The Long-Range Dependence Of Linear Log-Fractional Stable Motion,
2011
Louisiana State University
The Long-Range Dependence Of Linear Log-Fractional Stable Motion, Joshua B Levy, Murad S Taqqu
Communications on Stochastic Analysis
No abstract provided.
A Review Of Some Methods To Estimate The Tail Of The Distribution Of The Maximum Of A Gaussian Field,
2011
Louisiana State University
A Review Of Some Methods To Estimate The Tail Of The Distribution Of The Maximum Of A Gaussian Field, Mario Wschebor
Communications on Stochastic Analysis
No abstract provided.
A Model Of Continuous Time Polymer On The Lattice,
2011
Louisiana State University
A Model Of Continuous Time Polymer On The Lattice, David Márquez-Carreras, Carles Rovira, Samy Tindel
Communications on Stochastic Analysis
No abstract provided.
On Local Times Of Anisotropic Gaussian Random Fields,
2011
Louisiana State University
On Local Times Of Anisotropic Gaussian Random Fields, Dongsheng Wu, Yimin Xiao
Communications on Stochastic Analysis
No abstract provided.
Undamped Harmonic Oscillator Driven By Additive Gaussian White Noise: A Statistical Analysis,
2011
Louisiana State University
Undamped Harmonic Oscillator Driven By Additive Gaussian White Noise: A Statistical Analysis, N Lin, S V Lototsky
Communications on Stochastic Analysis
No abstract provided.
Preface,
2011
Louisiana State University
Two Triangles With The Same Orthocenter And A Vectorial Proof Of Stevanovic's Theorem,
2011
University of New Mexico
Two Triangles With The Same Orthocenter And A Vectorial Proof Of Stevanovic's Theorem, Florentin Smarandache, Ion Patrascu
Branch Mathematics and Statistics Faculty and Staff Publications
In this article we'll emphasize on two triangles...
Theory Of "Art" : Qualitative In Nature And Quaintintative In Practice,
2011
Marshall University
Theory Of "Art" : Qualitative In Nature And Quaintintative In Practice, Richard Merritt
Theses, Dissertations and Capstones
The primary focus of this work is to discuss the mechanical action of the Marshall Differential Analyzer ("ART") in a mathematical context. Differential Analyzers are primarily used to calculate the solutions to Differential Equations. A full account of the uses of Marshall's Differential Analyzer is given. Furthermore, a pure mathematical justification of how the machine integrates (mechanical integration) is provided via an application of the Riemann Integral. Many simple example problems are detailed ultimately leading up to the calculation of nonlinear problems, more specifically, a nonlinear oscillator.
Spatial Isomorphisms Of Algebras Of Truncated Toeplitz Operators,
2011
Pomona College
Spatial Isomorphisms Of Algebras Of Truncated Toeplitz Operators, Stephan Ramon Garcia, William T. Ross, Warren R. Wogen
Pomona Faculty Publications and Research
We examine when two maximal abelian algebras in the truncated Toeplitz operators are spatially isomorphic. This builds upon recent work of N. Sedlock, who obtained a complete description of the maximal algebras of truncated Toeplitz operators.
Statistical Properties Of A Convoluted Beta-Weibull Distribution,
2011
Marshall University
Statistical Properties Of A Convoluted Beta-Weibull Distribution, Jianan Sun
Theses, Dissertations and Capstones
A new class of distributions recently developed involves the logit of the beta distribution. Among this class of distributions are the beta-normal (Eugene et.al. (2002)); beta-Gumbel (Nadarajah and Kotz (2004)); beta-exponential (Nadarajah and Kotz (2006)); beta-Weibull (Famoye et al. (2005)); beta-Rayleigh (Akinsete and Lowe (2008)); beta-Laplace (Kozubowski and Nadarajah (2008)); and beta-Pareto (Akinsete et al. (2008)), among a few others. Many useful statistical properties arising from these distributions and their applications to real life data have been discussed in the literature. One approach by which a new statistical distribution is generated is by the transformation of random variables having known …
Holomorphic Liftings From Infinite Dimensional Spaces,
2011
University College Dublin
Holomorphic Liftings From Infinite Dimensional Spaces, Sean Dineen, Milena Venkova
Articles
We obtain a number of positive solutions to a holomorphic lifting problem on a domain in a locally convex space.
The Mathematical Landscape,
2011
Claremont McKenna College
The Mathematical Landscape, Antonio Collazo
CMC Senior Theses
The intent of this paper is to present the reader will enough information to spark a curiosity in to the subject. By no means is the following a complete formulation of any of the topics covered. I want to give the reader a tour of the mathematical landscape. There are plenty of further details to explore in each section, I have just touched the tip the iceberg. The work is basically in four sections: Numbers, Geometry, Functions, Sets and Logic, which are the basic building blocks of Math. The first sections are a exposition into the mathematical objects and their …
Regression Model Fitting With Quadratic Term Leads To Different Conclusion In Economic Analysis Of Washington State Smoking Ban,
2011
Pennsylvania Department of Health, Harrisburg, PA
Regression Model Fitting With Quadratic Term Leads To Different Conclusion In Economic Analysis Of Washington State Smoking Ban, Marshal Ma, Scott Mcclintock
Mathematics Faculty Publications
No abstract provided.
Analysis Of The Dpg Method For The Poisson Equation,
2011
University of Texas at Austin
Analysis Of The Dpg Method For The Poisson Equation, Leszek Demkowicz, Jay Gopalakrishnan
Mathematics and Statistics Faculty Publications and Presentations
We give an error analysis of the recently developed DPG method applied to solve the Poisson equation and a convection-dffusion problem. We prove that the method is quasioptimal. Error estimates in terms of both the mesh size h and the polynomial degree p (for various element shapes) can be derived from our results. Results of extensive numerical experiments are also presented.
A Comparative Analysis Of The Origin And Divine Causation Of Death In Ancient Near Eastern Literature And In The Old Testament,
2011
Andrews University
A Comparative Analysis Of The Origin And Divine Causation Of Death In Ancient Near Eastern Literature And In The Old Testament, Lazarus Castang
Dissertations
The present dissertation attempts a comparative analysis of both the origin of death in the creation accounts and the divine causation of death in the main flood accounts in the ancient Near Eastern (ANE) literature and the Hebrew Old Testament (OT). Both literatures are examined for their implicit or explicit conceptions of the origin and divine causation of death. The origin of death in the ANE literature is located in the Egyptian Osirian myth and the Mesopotamian Enki-Ninmah myth, Enûma Elish, Epic of Gilgamesh, and the Adapa legend. The divine causation of death is studied in the Eridu Genesis, Atra-Hasis …
Neutrosophic Interval Bialgebraic Structures,
2011
University of New Mexico
Neutrosophic Interval Bialgebraic Structures, Florentin Smarandache, W.B. Vasantha Kandasamy
Branch Mathematics and Statistics Faculty and Staff Publications
In this book the authors for the first time introduce the notion of neutrosophic intervals and study the algebraic structures using them. Concepts like groups and fields using neutrosophic intervals are not possible. Pure neutrosophic intervals and mixed neutrosophic intervals are introduced and by the very structure of the interval one can understand the category to which it belongs. We in this book introduce the notion of pure (mixed) neutrosophic interval bisemigroups or neutrosophic biinterval semigroups. We derive results pertaining to them. The new notion of quasi bisubsemigroups and ideals are introduced. Smarandache interval neutrosophic bisemigroups are also introduced and …
