Mathematics of Operations Research in Britain

Mathematics of OR at all British Universities

• Eddie Anderson (Cambridge), Operations management, continuous linear programming, genetic algorithms, optimization.
• R Baker (Salford), Stochastic modelling, maintenance.
• John Beasley (Imperial College), Linear programming, optimization.
• A Christer (Salford), Maintenance, reliability, operations. management
• Michael Dempster (Essex),
• Simon French (),
• Richard Gibbens (Cambridge), Mathematical modelling of telecommunication systems, computer-based modelling techniques.
• Kevin Glazebrook (Newcastle),
• Chris Hope (Cambridge),
• N Jack (Dundee), Stochastic maintenance modelling.
• Matthew Jones (Cambridge),
• Frank Kelly (Cambridge), Stochastic processes and optimisation, models of networks, and applications to computer/communication systems, financial modelling.
• Doug Kennedy (Cambridge), Limit theorems in applied probability, sequential decision processes, optimal stopping, financial modelling.
• R Hartley (Keele), Markov decision processes, game theory.
• S McKee (Strathclyde), Modelling.
• Ken McKinnon (Edinburgh), Scheduling.
• Ian Rudy (Cambridge), Computers in OR. LI> Yuri Suhov (Cambridge), Statistical mechanics, communication theory, queueing systems, networks including neural networks.
• Lyn Thomas (Edinburgh),
• Francois Vanderbeck (Cambridge), Optimization.
• Richard Weber (Cambridge), Mathematics for operational research and systems; models in telecommunications and operations management; control of queues, stochastic networks, on-line bin-packing, ergodicity of Markov processes, optimal search, stochastic scheduling, dynamic resource allocation, financial mathematics.
• Peter Whittle, Sequential optimisation problems, stochastic processes, neural networks.

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