Organisations
Department of Data analysis and mathematical modelling Ghent University
Department of Mathematical analysis Ghent University
Centre for Health Economics Research and Modelling of Infectious Diseases (CHERMID) University of Antwerp
Computational Modelling Vrije Universiteit Brussel
The Computational Modeling Lab, COMO, is headed by Prof. dr. Bernard Manderick and Prof. Dr. Ann Nowé, and has on average 10 PhD students. The research group focuses on the one hand on the modelling of natural phenomena, and on the other hand on developing algorithms for complex problem solving inspired by these natural phenomena. COMO has experience in a wide range of learning techniques such as Reinforcement Learning, Genetic Algorithms, ...
Antwerp Systems and software Modelling (AnSyMo) University of Antwerp
Department of Analytical Chemistry, Applied Chemometrics and Molecular Modelling Vrije Universiteit Brussel
he department of Analytical Chemistry, Applied Chemometrics and Molecular Modelling (FABI) is part of the Pharmaceutical Institute of the Faculty of Medicine and Pharmacy of the Vrije Universiteit Brussel. It is located in building G, ground floor of the Brussels Health Campus (campus Jette (see location)) of the university.
The main research topics are situated in separation science, chemometrics and molecular modelling. ...
Leuven Computational Modelling Centre KU Leuven
The Leuven Computational Modelling Centre (LCMC) is a cross-departmental, multidisciplinary centre within KU Leuven that brings together the complimentary expertise of several research groups in science and engineering with shared interests and expertise in advanced numerical modelling and computer simulation methods.
Applied mathematics University of Antwerp
Computational mathematics Hasselt University
Mathematical modelling and analysis of processes encountered in the engineering (such as energy, environment, building), technical systems, geosystems, biosystems
Development and analysis of numerical schemes for (ordinary and partial) differential equations such as finite element, finite volume, or discontinuous Galerkin schemes
Development and analysis of iterative/linearization methods