Abstract. A new 3D nite volume formulation and discretiza-tion is presented to simulate the electrocardiograms. It allows for the full coupling relations between the heart and the torso to be computed. Additionally, realistic ionic models are used, with very sti dynamics. Hence, thousands of iterations are needed, each of which requires to solve a large and sparse linear system. The sys-tem is proved to be well-posed. Numerical results are presented, that rely on the choice of a good preconditioning technique. 1
The objective of this work is the computational simulation of a patient-specific electrocardiogram (...
This book covers the main mathematical and numerical models in computational electrocardiology, rang...
We prove convergence of discrete duality finite volume (DDFV) schemes on distorted meshes for a clas...
A new 3D finite volume formulation and discretization is presented to simulate the electrocardiogram...
Abstract. This paper presents the resolution of the direct problem of electrocardiology by a new 2D/...
Abstract This manuscript is concerned with a novel, unified finite element approach to fully coupled...
We propose a novel, efficient finite element solution technique to simulate the electrochemical resp...
Abstract. This paper introduces different numerical strategies in computational elec-trophysiology, ...
This paper introduces different numerical strategies in computational electrophysiology, based on th...
In this paper we consider cardiac electrical activity through bidomain model, to describe the electr...
In this project, we develop a Finite Element Method (FEM) formulation that solves the cardiac electr...
This manuscript is concerned with a novel, unified finite element approach to fully coupled cardiac ...
International audienceThis chapter presents a concise overview of various mathematical and numerical...
International audienceThis paper presents a 2D/3D discrete duality finite volume method for solving ...
Abstract. We prove convergence of discrete duality finite volume (DDFV) schemes on distorted meshes ...
The objective of this work is the computational simulation of a patient-specific electrocardiogram (...
This book covers the main mathematical and numerical models in computational electrocardiology, rang...
We prove convergence of discrete duality finite volume (DDFV) schemes on distorted meshes for a clas...
A new 3D finite volume formulation and discretization is presented to simulate the electrocardiogram...
Abstract. This paper presents the resolution of the direct problem of electrocardiology by a new 2D/...
Abstract This manuscript is concerned with a novel, unified finite element approach to fully coupled...
We propose a novel, efficient finite element solution technique to simulate the electrochemical resp...
Abstract. This paper introduces different numerical strategies in computational elec-trophysiology, ...
This paper introduces different numerical strategies in computational electrophysiology, based on th...
In this paper we consider cardiac electrical activity through bidomain model, to describe the electr...
In this project, we develop a Finite Element Method (FEM) formulation that solves the cardiac electr...
This manuscript is concerned with a novel, unified finite element approach to fully coupled cardiac ...
International audienceThis chapter presents a concise overview of various mathematical and numerical...
International audienceThis paper presents a 2D/3D discrete duality finite volume method for solving ...
Abstract. We prove convergence of discrete duality finite volume (DDFV) schemes on distorted meshes ...
The objective of this work is the computational simulation of a patient-specific electrocardiogram (...
This book covers the main mathematical and numerical models in computational electrocardiology, rang...
We prove convergence of discrete duality finite volume (DDFV) schemes on distorted meshes for a clas...