We present an adaptive domain decomposition strategy to introduce distributed memory parallelism into the fast sweeping algorithm. Efficient parallelization of fast sweeping method (FSM) for shared and/or distributed memory platforms has been an interest for research. The current parallel implementations for FSM has increased its efficiency however, the application depends of the size of the problem and the available memory resources. We introduce a new domain decomposition strategy to extend FSM to distributed memory parallelism with accelerators. Our proposed approach eliminates the limitation to solve large memory problems or large number of processors
Abstract. There are variety of computational algorithms need sequential sweeping; sweeping based on ...
This paper investigates the design of parallel algorithmic strategies that address the efficient use...
We present a novel hierarchical partitioning strategy for the efficient parallelization of the multi...
We present an adaptive domain decomposition strategy to introduce distributed memory parallelism int...
This is a library of algorithms for the eikonal equation solution. It includes implementations of pr...
The research presented in this thesis investigates parallel implementations of the Fast Sweeping Met...
AbstractThe fast marching method is widely used to solve the eikonal equation. By introducing a new ...
Abstract. The fast sweeping method is an efficient iterative method for hyperbolic problems. It comb...
AbstractThe recent research trend of Eikonal solver focuses on employing state-of-the-art parallel c...
The recent research trend of Eikonal solver focuses on employing state-of-the-art parallel computing...
In the past decade, many numerical algorithms for the Eikonal equation have been proposed. Recently,...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and o...
Abstract. A computational study of the fast marching and the fast sweeping methods for the eikonal e...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and t...
AbstractSolving the eikonal equation allows to compute a monotone front propagation of anisotropic n...
Abstract. There are variety of computational algorithms need sequential sweeping; sweeping based on ...
This paper investigates the design of parallel algorithmic strategies that address the efficient use...
We present a novel hierarchical partitioning strategy for the efficient parallelization of the multi...
We present an adaptive domain decomposition strategy to introduce distributed memory parallelism int...
This is a library of algorithms for the eikonal equation solution. It includes implementations of pr...
The research presented in this thesis investigates parallel implementations of the Fast Sweeping Met...
AbstractThe fast marching method is widely used to solve the eikonal equation. By introducing a new ...
Abstract. The fast sweeping method is an efficient iterative method for hyperbolic problems. It comb...
AbstractThe recent research trend of Eikonal solver focuses on employing state-of-the-art parallel c...
The recent research trend of Eikonal solver focuses on employing state-of-the-art parallel computing...
In the past decade, many numerical algorithms for the Eikonal equation have been proposed. Recently,...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and o...
Abstract. A computational study of the fast marching and the fast sweeping methods for the eikonal e...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and t...
AbstractSolving the eikonal equation allows to compute a monotone front propagation of anisotropic n...
Abstract. There are variety of computational algorithms need sequential sweeping; sweeping based on ...
This paper investigates the design of parallel algorithmic strategies that address the efficient use...
We present a novel hierarchical partitioning strategy for the efficient parallelization of the multi...