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Stan van Hoesel : ウィキペディア英語版
Stan van Hoesel
Constantinus P. M. (Stan) van Hoesel (born 1961〔"("Heerlijk, dat vrijheidsgevoel, met je gezicht in de wind )," in ''observantonline.nl,'' March 12, 2014.〕) is a Dutch mathematician, and Professor of Operations Research at the Maastricht University, and head of its Quantitative Economics Group, known for his work on mathematical optimization.〔Brahimi, Nadjib, et al. "Single item lot sizing problems." ''European Journal of Operational Research'' 168.1 (2006): 1-16.〕〔Pochet, Yves, and Laurence A. Wolsey. ''Production planning by mixed integer programming.'' Springer, 2006.〕
== Life and work ==
Born in Tilburg, Van Hoesel obtained his Msc in Mathematics at the Eindhoven University of Technology in 1986, and in 1991 his PhD at the Erasmus University Rotterdam under Alexander H. G. Rinnooy Kan and Antoon Kolen with the thesis, entitled "Models and Algorithms for Single-Item Lot Sizing Problems."
In 1987 Van Hoesel started his academic career at the Erasmus University Rotterdam as Assistant Professor, and continued his research in mathematical modelling of problems and solutions for production planning.〔"Inauguratie Prof.dr.ir. C.P.M. van Hoesel UM Besliskunde,"
''Razende Robot Reporter,'' 28-06-2001.〕 After his graduation he moved to the Eindhoven University of Technology, and later to the Maastricht University, where in 2001 he was appointed Professor of Operations Research. His PhD students were at the Eindhoven University of Technology Cleola van Eijl (graduated in 1996); and at the Maastricht University Arie Koster (graduated in 1999), Reinder Lok (2007), and Bert Marchal (2012).
Van Hoesel's research interests are in the field of "optimisation problems in the business world. He uses techniques from mathematics and computer sciences to discover the most efficient solution for various planning problems. Topics related to his research are telecommunications and traffic, where he looks at the migration of various types of networks and the sequence in which customers are served in order to process all orders as quickly as possible."〔(Van Hoesel, Stan ) at Expert Guide, Maastricht University, 2015. Accessed 19.01.2015.〕

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