AbstractThis paper is a survey of recent developments in iterative techniques for solving equation systems. The review draws on the authors' own results and applied experience using the latest generation economic models. It is shown that first-order iterative methods can be efficient and simple to use in large sparse systems, and that they can be easily extended to give global convergence for arbitrary real equation systems
In this thesis we are concerned with iterative parallel algorithms for solving finite difference eq...
Linear systems are applied in many applications such as calculating variables, rates,budgets, making...
This paper was written for The European Centre for Medium Range Weather Forecasting Workshop on Deve...
AbstractIn this paper a selection of familiar iterative techniques are compared for their ability to...
This paper focuses on the application of computer-based, iterative methods for deriving analytical s...
summary:Nonlinear iterative methods are investigated and a generalization of a direct method for lin...
AbstractThis paper sketches the main research developments in the area of iterative methods for solv...
In the second edition of this classic monograph, complete with four new chapters and updated referen...
Techniques for solving systems of linear equations are important problems in themselves and they ans...
Most models in economics and the applied sciences are solved by first order iterative techniques, us...
AbstractIn this paper we have developed algorithms to solve macroeconometric models with forward-loo...
This paper sketches the main research developments in the area of iterative methods for solving li...
AbstractThis paper describes a way of approximating the optimal extrapolation of iterative technique...
A particular numerical analytical technique for solving systems of simultaneous equations which offe...
AbstractAn algorithm is presented for the general solution of a set of linear equations Ax=b. The me...
In this thesis we are concerned with iterative parallel algorithms for solving finite difference eq...
Linear systems are applied in many applications such as calculating variables, rates,budgets, making...
This paper was written for The European Centre for Medium Range Weather Forecasting Workshop on Deve...
AbstractIn this paper a selection of familiar iterative techniques are compared for their ability to...
This paper focuses on the application of computer-based, iterative methods for deriving analytical s...
summary:Nonlinear iterative methods are investigated and a generalization of a direct method for lin...
AbstractThis paper sketches the main research developments in the area of iterative methods for solv...
In the second edition of this classic monograph, complete with four new chapters and updated referen...
Techniques for solving systems of linear equations are important problems in themselves and they ans...
Most models in economics and the applied sciences are solved by first order iterative techniques, us...
AbstractIn this paper we have developed algorithms to solve macroeconometric models with forward-loo...
This paper sketches the main research developments in the area of iterative methods for solving li...
AbstractThis paper describes a way of approximating the optimal extrapolation of iterative technique...
A particular numerical analytical technique for solving systems of simultaneous equations which offe...
AbstractAn algorithm is presented for the general solution of a set of linear equations Ax=b. The me...
In this thesis we are concerned with iterative parallel algorithms for solving finite difference eq...
Linear systems are applied in many applications such as calculating variables, rates,budgets, making...
This paper was written for The European Centre for Medium Range Weather Forecasting Workshop on Deve...