Two Iterative Algorithms for Solving Linear Equation Systems with Sequential and Parallel Approach

عنوان به زبان ديگر

پديدآورندگان

Babaei A نويسنده Department of Applied Mathematic_ TechnologyIran University of Science _ Tehran _ Iran , Yazedanian A نويسنده Department of Applied Mathematic_ TechnologyIran University of Science _ Tehran _ Iran , Hajrajabi A نويسنده Department of Applied Mathematic_ TechnologyIran University of Science _ Tehran _ Iran , Amini FarSani Z نويسنده Department of Applied Mathematic_ TechnologyIran University of Science _ Tehran _ Iran , Aalaéei M نويسنده Department of Applied Mathematic_ TechnologyIran University of Science _ Tehran _ Iran , Alinejadmofrad M نويسنده Department of Applied Mathematic_ TechnologyIran University of Science _ Tehran _ Iran , Farnoosh FR نويسنده Department of Applied Mathematic_ TechnologyIran University of Science _ Tehran _ Iran

تعداد صفحه

7

كليدواژه

Sequential Algorithm , Parallel algorithm , jacobi method , Monte Carlo method

سال انتشار

1391

عنوان كنفرانس

يازدهمين كنفرانس آمار ايران

زبان مدرك

فارسی

چكيده لاتين

In this paper, two iterative methods are presented to solve linear system of equations from sequential and parallel computations point of view. The major goal of this paper is pointing out the advantages of the parallelization of these methods for solving linear systems over distributed environments with Message Passing Interface. For this purpose, the simulation study is carried out for Monte Carlo and Jacobi methods. Results show. parallel algorithms can converge to the true answer faster than sequential algorithms with increasing matrix size

شماره مدرك كنفرانس

4219389

سال انتشار

1391

از صفحه

1

تا صفحه

7

سال انتشار

1391