Galerkin's method, as applied to Lu = f with L the sum of an isomorphism and a compact operator, is analyzed in terms of the accuracy of the approximate solution it produces and the stability of the resulting linear algebraic equations.Technical report DCS-TR-4
Over the last 20 years, since the publication of Sloan's paper on the improvement by the iteration t...
Optimal approximations, weighted residuals method, and linear and nonlinear applications of methods ...
The complete spectral analysis for some classes of operators has been held in the paper as well as e...
AbstractA solution of linear operator equations in the Hilbert space is constructed by using the bes...
International audienceWe propose a fixed point approximation of a compact operator. It is adapted fr...
We establish a general existence result for Galerkin's approximate solutions of abstract semilinear ...
An analysis based on the Galerkin method is given of some nonlinear oscillator equations that have b...
In 1972, Babuska and Aziz introduced a Galerkin approximation theory for saddle point formulations o...
ITA In questa tesi analizzo lo > del metodo di Galerkin per la risoluzione di PDE in formulazione de...
The Galerkin method, in particular, the Galerkin method with finite elements (called finite element ...
Delft Institute of Applied MathematicsElectrical Engineering, Mathematics and Computer Scienc
In this paper we analyse the problem of computing eigenvalues and eigenfunctions of the Laplace oper...
In this paper we describe the history, performance, and design concepts of direct solvers for algebr...
In the earlier paper, a Galerkin method was proposed and analyzed for the numerical solution of a Di...
This study is concerned with defining the mathematical framework in which the finite element proced...
Over the last 20 years, since the publication of Sloan's paper on the improvement by the iteration t...
Optimal approximations, weighted residuals method, and linear and nonlinear applications of methods ...
The complete spectral analysis for some classes of operators has been held in the paper as well as e...
AbstractA solution of linear operator equations in the Hilbert space is constructed by using the bes...
International audienceWe propose a fixed point approximation of a compact operator. It is adapted fr...
We establish a general existence result for Galerkin's approximate solutions of abstract semilinear ...
An analysis based on the Galerkin method is given of some nonlinear oscillator equations that have b...
In 1972, Babuska and Aziz introduced a Galerkin approximation theory for saddle point formulations o...
ITA In questa tesi analizzo lo > del metodo di Galerkin per la risoluzione di PDE in formulazione de...
The Galerkin method, in particular, the Galerkin method with finite elements (called finite element ...
Delft Institute of Applied MathematicsElectrical Engineering, Mathematics and Computer Scienc
In this paper we analyse the problem of computing eigenvalues and eigenfunctions of the Laplace oper...
In this paper we describe the history, performance, and design concepts of direct solvers for algebr...
In the earlier paper, a Galerkin method was proposed and analyzed for the numerical solution of a Di...
This study is concerned with defining the mathematical framework in which the finite element proced...
Over the last 20 years, since the publication of Sloan's paper on the improvement by the iteration t...
Optimal approximations, weighted residuals method, and linear and nonlinear applications of methods ...
The complete spectral analysis for some classes of operators has been held in the paper as well as e...
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