Tabela de Conteúdo
Newton-type Methods for Some Nonlinear Differential Problems.- Nodal and Laplace Transform Methods for Solving 2D Heat Conduction.- The Cauchy Problem in the Bending of Thermoelastic Plates.- Mixed Initial-boundary Value Problems for Thermoelastic Plates.- On the Structure of the Eigenfunctions of a Vibrating Plate with a Concentrated Mass and Very Small Thickness.- A Finite-dimensional Stabilized Variational Method for Unbounded Operators.- A Converse Result for the Tikhonov—Morozov Method.- A Weakly Singular Boundary Integral Formulation of the External Helmholtz Problem Valid for All Wavenumbers.- Cross-referencing for Determining Regularization Parameters in Ill-Posed Imaging Problems.- A Numerical Integration Method for Oscillatory Functions over an Infinite Interval by Substitution and Taylor Series.- On the Stability of Discrete Systems.- Parallel Domain Decomposition Boundary Element Method for Large-scale Heat Transfer Problems.- The Poisson Problem for the Lamé System on Low-dimensional Lipschitz Domains.- Analysis of Boundary-domain Integral and Integro-differential Equations for a Dirichlet Problem with a Variable Coefficient.- On the Regularity of the Harmonic Green Potential in Nonsmooth Domains.- Applications of Wavelets and Kernel Methods in Inverse Problems.- Zonal, Spectral Solutions for the Navier-Stokes Layer and Their Aerodynamical Applications.- Hybrid Laplace and Poisson Solvers. Part III: Neumann BCs.- Hybrid Laplace and Poisson Solvers. Part IV: Extensions.- A Contact Problem for a Convection-diffusion Equation.- Integral Representation of the Solution of Torsion of an Elliptic Beam with Microstructure.- A Coupled Second-order Boundary Value Problem at Resonance.- Multiple Impact Dynamics of a Falling Rod and Its Numerical Solution.- On the Monotone Solutions of Some ODEs. I: Structure of the Solutions.- On the Monotone Solutions of Some ODEs. II: Dead-core, Compact-support, and Blow-up Solutions.- A Spectral Method for the Fast Solution of Boundary Integral Formulations of Elliptic Problems.- The GILTT Pollutant Simulation in a Stable Atmosphere.