Add to ORKGIn recent decades, many researches involving Arithmetic Mean (AM) iterative methods for solving matrix equations that arise from various scientific problems have been conducted. In this paper, application of the 2-Point Block Arithmetic Mean (2-BLAM) method to solve first kind linear Fredholm integral equations with semi-smooth kernel is investigated. The formulation and implementation of the method are discussed. Furthermore, numerical results of the method on test problems are also included
In this paper, we consider the numerical solutions of linear Fredholm integral equations of the seco...
AbstractIn this work, we generalize the numerical method discussed in [Z. Avazzadeh, M. Heydari, G.B...
In previous studies, the effectiveness of the Half-Sweep Geometric Mean (HSGM) iterative method has ...
Abstract. In recent decades, many researches involving Arithmetic Mean (AM) iterative methods for so...
Integral equations (IEs) are used as mathematical models for many and varied physical circumstances,...
In This Paper, We Consider The Numerical Solutions Of Linear Fredholm Integral Equations Of The Seco...
In the previous studies, the effectiveness of the Arithmetic Mean (AM) iterative method and its vari...
In this paper, performance of the 2-Point Half-Sweep Explicit Group (2-HSEG) iterative method with f...
The main aim of this paper is to examine the effectiveness one of the two-stage iterative method kno...
The main aim of this paper is to examine the effectiveness one of the two-stageiterative method know...
In this paper, we investigate the applications of two different quadrature schemes that is repeated ...
The main purpose of this paper is to examine the effectiveness of the Half-Sweep Arithmetic Mean (HS...
In this paper, we consider the numerical solutions of linear Fredholm integral equations of the seco...
Solving large linear systems is a fundamental problem in large scale scientific and engineering comp...
The objective of this paper is to examine the application of the Half-Sweep Geometric Mean (HSGM) m...
In this paper, we consider the numerical solutions of linear Fredholm integral equations of the seco...
AbstractIn this work, we generalize the numerical method discussed in [Z. Avazzadeh, M. Heydari, G.B...
In previous studies, the effectiveness of the Half-Sweep Geometric Mean (HSGM) iterative method has ...
Abstract. In recent decades, many researches involving Arithmetic Mean (AM) iterative methods for so...
Integral equations (IEs) are used as mathematical models for many and varied physical circumstances,...
In This Paper, We Consider The Numerical Solutions Of Linear Fredholm Integral Equations Of The Seco...
In the previous studies, the effectiveness of the Arithmetic Mean (AM) iterative method and its vari...
In this paper, performance of the 2-Point Half-Sweep Explicit Group (2-HSEG) iterative method with f...
The main aim of this paper is to examine the effectiveness one of the two-stage iterative method kno...
The main aim of this paper is to examine the effectiveness one of the two-stageiterative method know...
In this paper, we investigate the applications of two different quadrature schemes that is repeated ...
The main purpose of this paper is to examine the effectiveness of the Half-Sweep Arithmetic Mean (HS...
In this paper, we consider the numerical solutions of linear Fredholm integral equations of the seco...
Solving large linear systems is a fundamental problem in large scale scientific and engineering comp...
The objective of this paper is to examine the application of the Half-Sweep Geometric Mean (HSGM) m...
In this paper, we consider the numerical solutions of linear Fredholm integral equations of the seco...
AbstractIn this work, we generalize the numerical method discussed in [Z. Avazzadeh, M. Heydari, G.B...
In previous studies, the effectiveness of the Half-Sweep Geometric Mean (HSGM) iterative method has ...