Frédéric Hecht - Publications, H-index & Citations

Frédéric Hecht

Sorbonne Universite

23H指数

103论文数

2.3K被引数

收录论文 7

发表时间

Generic tool for numerical simulation of transformation-diffusion processes in complex volume geometric shapes: Application to microbial decomposition of organic matter

COMPUTERS & GEOSCIENCES

IF4.4

2022-12-01

OAAI

Monga, Olivier; Hecht, Frederic; Serge, Moto; Klai, Mouad; Bruno, Mbe; Dias, Jorge; Garnier, Patricia; Pot, Valerie

Numerical Modeling and High-Speed Parallel Computing New perspectives on tomographic microwave imaging for brain stroke detection and monitoring

IEEE ANTENNAS AND PROPAGATION MAGAZINE

IF5.7

2017-10-01

108

OAAI

Tournier, Pierre-Henri; Bonazzoli, Marcella; Dolean, Victorita; Rapetti, Francesca; Hecht, Frederic; Nataf, Frederic; Aliferis, Iannis; El Kanfoud, Ibtissam; Migliaccio, Claire; de Buhan, Maya; Darbas, Marion; Semenov, Serguei; Pichot, Christian

Original coupled FEM/BIE numerical model for analyzing infinite periodic surface acoustic wave transducers 分析无限周期声表面波换能器的原始FEM/BIE耦合数值模型

JOURNAL OF COMPUTATIONAL PHYSICS

IF3.8

2013-08-01

PREAI

Hecht, Frederic; Ventura, Pascal; Dufilie, Pierre

High performance domain decomposition methods on massively parallel architectures with freefem++基于freefem的大规模并行体系结构上的高性能区域分解方法

JOURNAL OF NUMERICAL MATHEMATICS

IF4

2012-01-01

OAAI

Jolivet, P.; Dolean, V.; Hecht, F.; Nataf, F.; Prud'Homme, C.; Spillane, N.

Implementation of a low order mimetic elements in freefem++

JOURNAL OF NUMERICAL MATHEMATICS

IF4

2012-01-01

PREAI

Dalal, D.; Hecht, F.; Pironneau, O.

AUTOMATIC INSERTION OF A TURBULENCE MODEL IN THE FINITE ELEMENT DISCRETIZATION OF THE NAVIER-STOKES EQUATIONS

MATHEMATICAL MODELS & METHODS IN APPLIED SCIENCES

IF3

2011-11-21

OAAI

Bernardi, Christine; Chacon Rebollo, Tomas; Hecht, Frederic; Lewandowski, Roger

Delaunay mesh generation governed by metric specifications .1. Algorithms 由公制规范管理的Delaunay网格生成1.算法

FINITE ELEMENTS IN ANALYSIS AND DESIGN

IF3.5

1997-03-01

190

PREAI

Borouchaki, H; George, PL; Hecht, F; Laug, P; Saltel, E

研究方向