
Computational Recipes of Linear and NonLinear Singular Integral Equations and Relativistic Mechanics in Engineering and Applied Science. Volume II
Computational Mathematics and Analysis, Linear Programming, Applied Mathematics, Mathematics and Statistics$230.00Quick ViewThe present book deals with the computational recipes of the finitepart singular integral equations, the multidimensional singular integral equations and the nonlinear singular integral equations, which are widely used in many fields of engineering mechanics and mathematical physics with an applied character, like elasticity, plasticity, thermoelastoplasticity, viscoelasticity, viscoplasticity, fracture mechanics, structural analysis, elastodynamics, fluid mechanics,…

Computational Recipes of Linear and NonLinear Singular Integral Equations and Relativistic Mechanics in Engineering and Applied Science. Volume I
Computational Mathematics and Analysis, Linear Programming, Applied Mathematics, Mathematics and Statistics$255.00Quick ViewThe present book deals with the computational recipes of the finitepart singular integral equations, the multidimensional singular integral equations and the nonlinear singular integral equations, which are widely used in many fields of engineering mechanics and mathematical physics with an applied character, like elasticity, plasticity, thermoelastoplasticity, viscoelasticity, viscoplasticity, fracture mechanics, structural analysis, elastodynamics, fluid mechanics,…

Nonlinear Evolution Equations and Soliton Solutions
Mathematics Research Developments, Linear Programming, Applied Mathematics, Mathematics and Statistics$370.00Quick ViewThis book studies the methods for solving nonlinear, partial differential equations that have physical meaning, and soliton theory with applications. Specific descriptions on the formation mechanism of soliton solutions of nonlinear, partial differential equations are given, and some methods for solving this kind of solution such as the Inverse Scattering Transform method, Backlund Transformation method,…

Research in Applied Mathematics
$210.00Quick ViewThis book presents current research in the field of applied mathematics. Topics discussed include, Linear Systems, the Discrete DaveyStewart System, Kukles Systems, nonlinear equations, differential equations, and many other advanced and relevant topics in mathematics. (Imprint: Nova)

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This book focuses on the theory and applications of quaternions. Chapter One collects some old problems on lattice orders and directed partial orders on complex numbers and quaternions, and summarizes recent development in answering those questions. Chapter Two discusses spin 1 particles with anomalous magnetic moments in the external uniform electric field. Chapter Three examines…

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This books provides new research on the theories and applications of complex systems. Chapter One reviews the process algebra approach to quantum electrodynamics. Chapter Two describes a specific aspect of complex systems and the fact that they may consist of established subsystems or components that originate from converging industries. Chapter Three examines the development of…

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This book presents an introduction to the theory of nonlinear integral equations on time scales. Many population discrete models such as the logistic model, the Ricker model, the BevertonHolt model, LeslieGower competition model and others can be investigated using nonlinear integral equations on the set of the natural numbers. This book contains different analytical and…

Linear Regression: Models, Analysis and Applications
Mathematics Research Developments, Analytical Chemistry and Microchemistry, Linear Programming, Applied Mathematics, Mathematics and Statistics, Analytical Chemistry, Chemistry$95.00Quick ViewChapter One addresses the importance of weighted linear regression in fitting straight lines. In Chapter Two, the authors cover the homocedastic condition, i.e. variance of y’s independent of x, errors of y’s accumulative, the heterocedastic case, i.e. variance or standard deviation proportional to x values, respectively, and orthogonal regression (error in both axes). The chapter…

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The theory of hypernumbers and extrafunctions is further development in distribution theory inspired by contemporary physics and influenced by problems in mathematical physics. It makes more functions differentiable and provides new kinds of derivatives and hyperderivatives aimed at solving more differential and operator equations than ever before possible. In the book, extrafunctions are extended to…

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This book has two volumes and consists of fortyfour chapters, which are divided into five sections: (i) Mathematical treatment of nonlinear problems, including the differential equations, numerical methods, algorithms and solutions; (ii) theoretical and computational studies dedicated to the physics and chemistry of advanced materials, nanostructured and fractal systems; (iii) articles dedicated to nonlinear processes…

Nonlinearity: Problems, Solutions and Applications. Volume 1
Theoretical and Applied Mathematics, Linear Programming, Applied Mathematics, Mathematics and Statistics$310.00Quick ViewThe book has two volumes and consists of fortyfour chapters, which are divided into five sections: (i) Mathematical treatment of nonlinear problems, including the differential equations, numerical methods, algorithms and solutions; (ii) theoretical and computational studies dedicated to the physics and chemistry of advanced materials, nanostructured systems and fractal systems; (iii) articles dedicated to nonlinear…

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In recent times, polynomial chaos expansion has emerged as a dominant technique to determine the response uncertainties of a system by propagating the uncertainties of the inputs. In this regard, the opening chapter of Uncertainty Quantification: Advances in Research and Applications, an intrusive approach called Galerkin Projection as well as nonintrusive approaches (such as pseudospectral…

NonArchimedean Linear Operators and Applications
From: $45.00Quick ViewThis selfcontained book provides the reader with a comprehensive presentation of recent investigations on operator theory over nonArchimedean Banach and Hilbert spaces. This includes, nonarchimedean valued fields, bounded and unbounded linear operators, bilinear forms, functions of linear operators and oneparamter families of bounded linear operators on free branch spaces.
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