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Journal article

To appear

  • Moukrim, A. and Rebaine, D. and Serairi, M. A branch and bound algorithm for the two-machine flowshop problem with unit-time operations and time delays. RAIRO-Operations Research, to appear

2013

  • Oulamara, A. and Rebaine, D. and Serairi, M. Scheduling the two-machine open shop problem under resource constraints for setting the jobs. Annals of Operations Research, 1-24, 2013
  • Gharbi, A. and Ladhari, T. and Msakni, M.K. and Serairi, M. The Two-Machine Flowshop Scheduling Problem with Sequence-Independent Setup Times: New Lower Bounding Strategies. European Journal of Operational Research, 2013

2011

  • Haouari, M. and Serairi M. Relaxations and exact solution of the variable sized bin packing problem. Computational Optimization and Applications 48 (2), 345-368, 2011

2009

  • Haouari, M. and Serairi, M. Heuristics for the variable sized bin-packing problem. Computers & Operations Research 36 (10), 2877-2884, 2009

In proceedings

2013

  • Kooli, A. and Serairi, M. An assignment based lower bound for the single machine with unequal release dates. The 11th Workshop on Models and Algorithms for Planning and Scheduling Problems (MAPSP), Pont a Mousson, France June 23-28, 2013.
  • Oulamara, A. and Rebaine, D. and Serairi, M. Open shop scheduling problem with time- dependent resource consumption. The 11th Workshop on Models and Algorithms for Planning and Scheduling Problems (MAPSP), Pont a Mousson, France June 23-28, 2013.

2012

  • Gharbi, A. and Ladhari, T. and Msakni, M.K. and Serairi M. Tight lower bounds for the two- machine flowshop scheduling problem with setup times. 13th International Conference on Project Management and Scheduling (PMS), Leuven Belgium April 1-4, 2012.

2010

  • Gharbi, A. and Ladhari, T. and Msakni, M.K. and Serairi, M. Polynomial lower bounds for the two-machine flowshop problem with sequence-independent setup times. Electronic Notes in Discrete Mathematics 36, 1089-1096, 2010
  • Serairi, M. and Haouari, M. A Computational Study of Lower Bounds for the Two Dimensional Bin Packing Problem. Electronic Notes in Discrete Mathematics 36, 891-897, 2010

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