Organisations
Production Engineering, Machine Design and Automation (PMA) Section KU Leuven
The division PMA (Production techniques, Machine design and Automation) is unique in its multi-disciplinary system approach in the study and development of innovative products, production processes and intelligent (production) machines. Research programs are primarily defined based on social (industrial) relevance. In addition, fundamental contributions are made to the underlying scientific disciplines (computational dynamics, optimization, ...
Department of Industrial System and Product Design Ghent University
Design and Engineering of Construction and Architecture KU Leuven
The Architectural Engineering Section aims for innovation in the design of buildings by approaching architecture from an engineering point of view. The emphasis is on the technical aspects of architecture: structure, materials, services, and comfort requirements are considered in a multidisciplinary setting in order quantify, assess, and improve the quality, cost, and sustainability of buildings and the built environment. In order to achieve ...
ENW Communicatie, Media en Design Arteveldehogeschool
Faculty of Design Sciences University of Antwerp
Liver Cell Biology and Drug Design Vrije Universiteit Brussel
The main research topics of ECMR are the investigation of liver cell biology and the more applied research line of drug design.
Service Design Hasselt University
Operations Management Research Group (main work address Leuven) KU Leuven
Operations management Mission statement and study domain In accordance with the mission statement of the Katholieke Universiteit Leuven and the Department of Applied Economics, the mission of the research group Operations Management involves the delivery of academic education, the performance of fundamental research and the delivery of services in the domain of operations management. Operations management can be generally described as the ...
Computational and Applied Mathematics Programme Vrije Universiteit Brussel
1) mathematical and computational physics -study of sparse representations of functions -application to inverse problems (L1-penalization) -regularization methods for linear ill-posed problems -stability of inverse problems -design of fast reconstruction algorithms 2) Inverse problems in imaging and image processing -tomographic image reconstruction in nuclear medicine -related problems in applied mathematics -2D or 3D tomographic image ...