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Integral Methods in Science and Engineering : Theoretical and Computational Advances - Andreas Kirsch

Integral Methods in Science and Engineering

Theoretical and Computational Advances

By: Andreas Kirsch (Editor), Christian Constanda (Editor)

Paperback | 23 August 2016

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Solvability of a Nonstationary Problem of Radiative-Conductive Heat Transfer in a System of Semi-transparent Bodies.- The Nonstationary Radiative-Conductive Heat Transfer Problem in a Periodic System of Grey Heat Shields. Semidiscrete and Asymptotic Approximations.- A Mixed Impedance Scattering Problem for Partially Coated Obstacles in Two-Dimensional Linear Elasticity.- Half-Life Distribution Shift of Fission Products by Coupled Fission-Fusion Processes.- DRBEM Simulation on Mixed Convection with Hydromagnetic Effect.- Nonlinear Method of Reduction of Dimensionality Based on Artificial Neural Network and Hardware Implementation.- On the Eigenvalues of a Biharmonic Steklov Problem.- Shape Differentiability of the Eigenvalues of Elliptic Systems.- Pollutant Dispersion in the Atmosphere: A Solution Considering Nonlocal Closure of Turbulent Diffusion.- The Characteristic Matrix of Nonuniqueness for First-Kind Equations.- On the Spectrum of Volume Integral Operators in Acoustic Scattering.- Modeling and Implementation of Demand Dispatch Approach in a Smart Micro-Grid.- Harmonic Functions in a Domain with a Small Hole: A Functional Analytic Approach.- Employing Eddy Diffusivities to Simulate the Contaminants Dispersion for a Shear Dominated-Stable Boundary Layer.- Analysis of Boundary-Domain Integral Equations for Variable-Coefficient Dirichlet BVP in 2D.-Onset of SeparatedWater-Layer in Three-Phase Stratified Flow.- An Integro-Differential Equation for 1D Cell Migration.- The Multi-Group Neutron Diffusion Equation in General Geometries Using the Parseval Identity.- Multi-Group Neutron Propagation in Transport Theory by Space Asymptotic Methods. Infiltration in Porous Media: On the Construction of a Functional Solution Method for the Richards Equation.- A Soft-Sensor Approach to Probability Density Function Estimation.- Two Reasons Why Pollution Dispersion Modeling Needs Sesquilinear Forms.- Correcting Terms for Perforated Media by Thin Tubes with Nonlinear Flux and Large Adsorption Parameters.- A Finite Element Method For Deblurring Images.- Multi-Particle Collision Algorithm for Solving an Inverse Radiative Problem.-Performance of a Higher-Order Numerical Method for Solving Ordinary Differential Equations by Taylor Series.- Retinal Image Quality Assessment Using Shearlet Transform.- The Radiative-Conductive Transfer Equation in Cylinder Geometry and its Application to Rocket Launch Exhaust Phenomena.- A Functional Analytic Approach to Homogenization Problems.- Anisotropic Fundamental Solutions for Linear Elasticity and Heat Conduction Problems Based on a Crystalline Class Hierarchy Governed Decomposition Method.- On a Model for Pollutant Dispersion in the Atmosphere with Partially Reflective Boundary Conditions.- Asymptotic Approximations for Chemical Reactive Flows in Thick Fractal Junctions.- BDIE System in the Mixed BVP for the Stokes Equations with Variable Viscosity Calderon-Zygmund Theory for Second-Order Elliptic Systems on Riemannian Manifolds.- The Regularity Problem in Rough Subdomains of Riemannian Manifolds.- A Collocation Method Based on the Central Part Interpolation for Integral Equations.- Evolutional Contact with Coulomb Friction on a Periodic Microstructure.- Piecewise Polynomial Collocation for a Class of Fractional Integro-Differential Equations.- A Note on Transforming a Plane Strain First-Kind Fredholm Integral Equation into an Equivalent Second-Kind Equation.- Asymptotic Analysis of the Steklov Spectral Problem in Thin Perforated Domains with Rapidly Varying Thickness and Different Limit Dimensions.- Semi-Analytical Solution for Torsion of a Micropolar Beam of Elliptic Cross Section.- L1 Regularized Regression Modeling of Functional Connectivity.- Automatic Separation of Retinal Vessels into Arteries and Veins

Using Ensemble Learning.- Study of Extreme Brazilian Meteorological Events.- The Neutron Point Kinetics Equation: Suppression of Fractional Derivative Effects by Temperature Feedback.- Compa

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