AbstractThe fast marching method is widely used to solve the eikonal equation. By introducing a new way of managing propagation interfaces which avoid the use of expensive data structures, the fast iterative method reveals to be a faster variant with a higher parallel potential compared to the fast marching method. We investigate in this paper a multi-level parallel approach for the fast iterative method which is well fitted for today heterogenous and hierarchical architectures. We show experiment results which focus on the fine-grained parallel level of the algorithm and we give a performance analysis
Fast methods are very popular algorithms to compute time-of-arrival maps (distance maps measured in ...
In the past decade, many numerical algorithms for the Eikonal equation have been proposed. Recently,...
The semi-ordered fast iterative method is used to com-pute a monotone front propagation of anisotrop...
AbstractThe fast marching method is widely used to solve the eikonal equation. By introducing a new ...
In this paper we propose a novel computational technique to solve the Eikonal equation efficiently o...
AbstractSolving the eikonal equation allows to compute a monotone front propagation of anisotropic n...
Abstract. A computational study of the fast marching and the fast sweeping methods for the eikonal e...
Hamilton-Jacobi equations arise in a number of seemingly disparate applications, from front propagat...
This paper presents an efficient, fine-grained parallel algorithm for solving the Eikonal equation o...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and o...
technical reportIn this paper we propose a novel computational technique, which we call the Fast It...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and t...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and t...
Hamilton-Jacobi equations arise in a number of seemingly disparate applications, from front propagat...
Abstract. The fast sweeping method is an efficient iterative method for hyperbolic problems. It comb...
Fast methods are very popular algorithms to compute time-of-arrival maps (distance maps measured in ...
In the past decade, many numerical algorithms for the Eikonal equation have been proposed. Recently,...
The semi-ordered fast iterative method is used to com-pute a monotone front propagation of anisotrop...
AbstractThe fast marching method is widely used to solve the eikonal equation. By introducing a new ...
In this paper we propose a novel computational technique to solve the Eikonal equation efficiently o...
AbstractSolving the eikonal equation allows to compute a monotone front propagation of anisotropic n...
Abstract. A computational study of the fast marching and the fast sweeping methods for the eikonal e...
Hamilton-Jacobi equations arise in a number of seemingly disparate applications, from front propagat...
This paper presents an efficient, fine-grained parallel algorithm for solving the Eikonal equation o...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and o...
technical reportIn this paper we propose a novel computational technique, which we call the Fast It...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and t...
We compare the computational performance of the Fast Marching Method, the Fast Sweeping Method and t...
Hamilton-Jacobi equations arise in a number of seemingly disparate applications, from front propagat...
Abstract. The fast sweeping method is an efficient iterative method for hyperbolic problems. It comb...
Fast methods are very popular algorithms to compute time-of-arrival maps (distance maps measured in ...
In the past decade, many numerical algorithms for the Eikonal equation have been proposed. Recently,...
The semi-ordered fast iterative method is used to com-pute a monotone front propagation of anisotrop...