Algorithms for the numerical solution of the Eikonal equation discretized with tetrahedra are discussed. Several massively parallel algorithms for GPU computing are developed. This includes domain decomposition concepts for tracking the moving wave fronts in sub-domains and over the sub-domain boundaries. Furthermore a low memory footprint implementation of the solver is introduced which reduces the number of arithmetic operations and enables improved memory access schemes. The numerical tests for different meshes originating from the geometry of a human heart document the decreased runtime of the new algorithms.FWF F32-N18(VLID)240909
summary:The presented contribution maps the possibilities of exploitation of the massive parallel c...
Solving the electric activity of the heart possess a big challenge, not only because of the structur...
AbstractComputational Fluid Dynamics (CFD) utilizes numerical solutions of Partial Differential Equa...
Abstract. Generating numerical solutions to the eikonal equation and its many variations has a broad...
The numerical solution of the Eikonal equation follows the fast iterative method with its applicatio...
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...
This paper presents an efficient, fine-grained parallel algorithm for solving the Eikonal equation o...
Simulation of one heart beat which faithfully account for biophysical details involved in cardiac el...
In this paper we propose a novel computational technique to solve the Eikonal equation efficiently o...
Desire to model in ever increasing detail geometrical and physical features has lead to a steady inc...
In the past decade, many numerical algorithms for the Eikonal equation have been proposed. Recently,...
AbstractThe fast marching method is widely used to solve the eikonal equation. By introducing a new ...
The research presented in this thesis investigates parallel implementations of the Fast Sweeping Met...
The desire to model in ever increasing detail geometrical and physical features has lead to a steady...
summary:The presented contribution maps the possibilities of exploitation of the massive parallel c...
Solving the electric activity of the heart possess a big challenge, not only because of the structur...
AbstractComputational Fluid Dynamics (CFD) utilizes numerical solutions of Partial Differential Equa...
Abstract. Generating numerical solutions to the eikonal equation and its many variations has a broad...
The numerical solution of the Eikonal equation follows the fast iterative method with its applicatio...
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...
This paper presents an efficient, fine-grained parallel algorithm for solving the Eikonal equation o...
Simulation of one heart beat which faithfully account for biophysical details involved in cardiac el...
In this paper we propose a novel computational technique to solve the Eikonal equation efficiently o...
Desire to model in ever increasing detail geometrical and physical features has lead to a steady inc...
In the past decade, many numerical algorithms for the Eikonal equation have been proposed. Recently,...
AbstractThe fast marching method is widely used to solve the eikonal equation. By introducing a new ...
The research presented in this thesis investigates parallel implementations of the Fast Sweeping Met...
The desire to model in ever increasing detail geometrical and physical features has lead to a steady...
summary:The presented contribution maps the possibilities of exploitation of the massive parallel c...
Solving the electric activity of the heart possess a big challenge, not only because of the structur...
AbstractComputational Fluid Dynamics (CFD) utilizes numerical solutions of Partial Differential Equa...