Numerical Analysis and Scientific Computation with Applications
نویسنده
چکیده
s of Invited speakers Invited Speaker Title Page Peter Benner Numerical Solution of Linear and Nonlinear Matrix Equations Arising in Stochastic and Bilinear Control Theory 3 François Desbouvries A tutorial on Bayesian Filtering 4 Gérard Meurant The localization of Arnoldi Ritz values for real normal matrices 5 Lothar Reichel Network analysis via partial spectral factorization and Gauss quadrature 6 Yousef Saad Multilevel low-rank approximation preconditioners 7 Paul Van Dooren Dynamical Models Explaining Social Balance and Evolution of Cooperation 8 Abstracts of Participantss of Participants Speaker Title Page Eduardo Abreu A hysteresis two-phase flow relaxation system in porous media: Riemann solutions and a computational fractional step method 11 Mohamed Addam A frequency domain approach for the acoustic wave equation using the tensorial spline Galerkin approximation 12 Cristina Anton Expansion of the global error for symplectic schemes for stochastic Hamiltonian systems 13 Atika Archid A block J-Lanczos method for Hamiltonian matrix 14 Jesse L. Barlow Projection Methods for Regularized Total Least Squares Approximation 15 D. Barrera Boolean sum-based differential quadrature 16 Bernhard Beckermann On the computation of orthogonal rational functions 17 Skander Belhaj Computing the inverse of a triangular Toeplitz matrix 18 Bouchra Bensiali Penalization of Robin boundary conditions and application to tokamak plasmas 19 Youssef Bentaleb Blood flow modeling by wavelets in the presence of a stent 20 Abdeslem Hafid Bentbib On the Symplectic SVD-Like Decomposition 21 Andrei Bourchtein A time-splitting scheme for nonhydrostatic atmospheric model 22 Christophe Bourel Homogenization of 3D potonic crystals and artificial magnetism 23 Sébastien Boyaval A new model for shallow viscoelastic fluids 24 Edouard Canot Strong non-linear behavior of the effective thermal conductivity during heating of a wet porous medium 25 Erin Carson Efficient Deflation for Communication Avoiding Krylov Methods 26 Nicolai CHRISTOV Condition and Error Estimates in Kalman Filter Design 27 Paul Deuring Eigenvalue bounds for a preconditioned saddle point problem. 28 Edoardo Di Napoli Preconditioning Chebyshev subspace iteration applied to sequences of dense eigenproblems in ab initio simulations 29 Sergey Dolgov Fast adaptive alternating linear schemes in higher dimensions. Part 1: linear systems 30 Sidi Mohamed Douiri Solving Vehicle Routing Problem with Soft Time Windows using A Hybrid Intelligent Algorithm 31 Sébastien Duminil Vector extrapolation and applications to partial differential equations 32 Angel Duran Generation of traveling waves with the Petviashvili method 33 Abdellatif El Ghazi od to find a common eigenvector of two matrices 34 Elhiwi Majdi Hybrid model for valuation of credit derivatives with stochastic parameters 35 Rola El-Moallem RRE applied on nonsymmetric algebraic Riccati equations 36 El Mostafa Kalmoun A multiresolution trust region algorithm for optical flow computation 37 Abstracts of Participantss of Participants Speaker Title Page Jocelyne Erhel A global method for reactive transport in porous media 38 Micol Ferranti Eigenvalue computations of normal matrices via complex symmetric form 39 Marilena Mitrouli On efficient estimation of matrix inverse 40 Mikhail Filimonov Simulation of thermal stabilization of soil around the wells in permafrost 41 Dalia Fishelov High-order compact scheme for a fourth-order differential equation: spectral properties and convergence analysis 42 B. Fortin Dynamic estimation from distributed measurements using the RFS theory 43 S. Boujena An improved nonlinear model for image restoration 44 Allal Guessab A moving asymptotes algorithm using new local convex approximations methods with explicit solutions 45 Mustapha Hached 46 Kazuyuki Hanahara Abstraction-oriented optimal design: two example studies 47 Jan Heiland Optimal Control of Linearized Navier-Stokes Equations via a Differential-Algebraic Riccati Decoupling 48 Michiel E. Hochstenbach Polynomial optimization and a Jacobi Davidson type method for commuting matrices 49 Matthias Humet A generalized companion method to solve systems of polynomials 50 Khazari Adil Gradient observability and sensors: HUM approach 51 Wolfgang Krendl An Efficient Robust Solver for Optimal Control Problems for the Stokes Equations in the Time-Harmonic Case 52 Patrick Kurschner Recent Numerical Improvements in Low-Rank ADI Methods 53 Diemer Anda Ondo A two-layers shallow water Lattice Boltzmann model for sediment transport in free surface flows 54 Abdelhakim Limem Constrained Non-negative Matrix Factorization with normalization steps. 55 Vladimir Litvinov An multi-step explicit polynomial method for the time integration of the heat conduction equation 56 Thomas Mach Inverse Eigenvalue Problems Linked to Rational Arnoldi, and Rational (Non)Symmetric Lanczos 57 Nicolas Maquignon Numerical methods for the simulation of a phase changing multi-components cryogenic fluid with heat transfer using the Lattice Boltzmann Method 58 Nicola Mastronardi On solving KKT linear systems arising in Model Predictive Control 59 Ana Matos Some results on the stability of Padé approximants 60 El Bekkaye Mermri Numerical Approximation of a Semilinear Obstacle Problem 61 Clara Mertens Multiple recurrences and the associated matrix structures stemming from normal matrices 62 Neossi Nguetchue Finite difference schemes for a system of coupled Korteweg-de Vries equations 63 Yvan Notay A new analysis of block preconditioners for saddle point problems 64 Asuka Ohashi On computing maximum/minimum singular values of a generalized tensor sum 65 Bernard Philippe Safe localization of eigenvalues 66 Marina Popolizio Accelerating strategies for the numerical approximation of functions of large matrices 67 Sarosh M. Quraishi Customized dictionaries for sparse approximation of PDEs with discontinuities in solution 68 Talal Rahman On fast and effective algorithms for the TV Stokes for image processing 69 Jose E. Roman A thick-restart Q-Lanczos method for quadratic eigenvalue problems 70 Abstracts of Participantss of Participants Speaker Title Page Numerical behavior of stationary and two-step splitting iterative methods 71 Philippe Ryckelynck Intrinsic variational problems 72 El Mostafa Sadek A Minimal residual method for large scale Sylvester matrix equations 73 Miloud Sadkane The Davison-Man method revisited and extended 74 Ahmed Salam Structured QR algorithms for Hamiltonian symmetric matrices 75 Dmitry Savostyanov Fast adaptive alternating linear schemes in higher dimensions. Part 2: eigenvalue problem 76 François Schmitt Stochastic simulation of discrete and continuous multifractal fields with zero values 77 Laurent Smoch New Implementation of the Block GMRES method 78 Laurent Sorber Exact Line and Plane Search for Tensor Optimization by Global Minimization of Bivariate Polynomials and Rational Functions 79 Nicole Spillane How to automatically ensure that a domain decomposition method will converge? 80 Anna Szafranska Method of lines for nonlinear first order partial functional differential equations 81 Ping Tak Peter Tang Subspace Iteration with Approximate Spectral Projection 82 A. Torokhti Almost blind filtering of large signal sets 83 Ilya Tregubov The existence and uniqueness of the weak solution of the Shallow Water Equations on a sphere 84 Nataliia Vaganova Simulation of unsteady temperature fields in permafrost from two wells 85 Raf Vandebril Approximating extended Krylov subspaces without explicit inversion 86 Eldar Vaziev An implicit finite-volume TVD method for solving 2D hydrodynamics equations on unstructured meshes 87 Peter Zaspel Multi-GPU parallel uncertainty quantification for two-phase flow simulations 88
منابع مشابه
Control Theory and Economic Policy Optimization: The Origin, Achievements and the Fading Optimism from a Historical Standpoint
Economists were interested in economic stabilization policies as early as the 1930’s but the formal applications of stability theory from the classical control theory to economic analysis appeared in the early 1950’s when a number of control engineers actively collaborated with economists on economic stability and feedback mechanisms. The theory of optimal control resulting from the contributio...
متن کاملNumerical Computation of Rolling Resistance Based on the Result of Tire/Road Static Contact Analysis
Among various dissipating mechanisms, the viscoelastic effect of rubber material on creation of rolling resistance is responsible for 10-33% dissipation of supplied power at the tire/road interaction surface. So, evaluating this kind of loss is very essential in any analysis concerned with improving the fuel consumption of vehicles and resultantly energy savage. Hysteretic loss is a fraction of...
متن کاملA Computational Method for Solving Optimal Control Problems and Their Applications
In order to obtain a solution to an optimal control problem, a numerical technique based on state-control parameterization method is presented. This method can be facilitated by the computation of performance index and state equation via approximating the control and state variable as a function of time. Several numerical examples are presented to confirm the analytical findings and illus...
متن کاملNonnegativity Constraints in Numerical Analysis
A survey of the development of algorithms for enforcing nonnegativity constraints in scientific computation is given. Special emphasis is placed on such constraints in least squares computations in numerical linear algebra and in nonlinear optimization. Techniques involving nonnegative low-rank matrix and tensor factorizations are also emphasized. Details are provided for some important classic...
متن کاملHigh-precision computation: Mathematical physics and dynamics
At the present time, IEEE 64-bit floating-point arithmetic is sufficiently accurate for most scientific applications. However, for a rapidly growing body of important scientific computing applications, a higher level of numeric precision is required. Such calculations are facilitated by high-precision software packages that include high-level language translation modules to minimize the convers...
متن کاملOn Weak Residual Error Estimation
A general framework for weak residual error estimators applying to various types of boundary value problems in connection with finite element and finite volume approximations is developed. Basic ideas commonly shared by various applications in error estimation and adaptive computation are presented and illustrated. Some numerical results are given to show the effectiveness and efficiency of the...
متن کامل