PhD Thesis

  • J.L. Dorsman. Layered queueing networks: Performance modelling, analysis and optimisation. Eindhoven University of Technology (2015). [Download]
Refereed publications
  • H. Zhou, J.L. Dorsman, M.R.H. Mandjes and M. Snelder (2023). Sustainable mobility strategies and their impact: a case study using a multimodal activity based model. Case Studies on Transport Policy, 11, 100945.
  • H. Zhou, J.L. Dorsman, M.R.H. Mandjes and M. Snelder (2023). On the use of common random numbers in activity-based travel demand modeling for scenario comparison. To appear in Transportation Planning and Technology.
  • U. Ayesta, T. Bodas, J.L. Dorsman and M. Verloop (2022). A token-based central queue with order-independent service rates. Operations Research, 70, 545-561.
  • L.R. van Kreveld, M.R.H. Mandjes and J.L. Dorsman (2022). Extreme value analysis for a Markov additive process driven by a non-irreducible background chain. Stochastic Systems, 12, 227-317.
  • C. Comte and J.L. Dorsman (2021). Performance Evaluation of Stochastic Bipartite Matching Models. Springer Lecture Notes of Computer Science, 13104, 425-440.
  • L.R. van Kreveld, O.J. Boxma, J.L. Dorsman and M.R.H. Mandjes (2021). Scaling limits for closed product-form queueing networks. Performance Evaluation, 151, 102220.
  • C. Comte and J.L. Dorsman (2021). Pass-and-swap queues. Queueing Systems: Theory and Applications, 98, 275-331.
  • H. Zhou, J.L. Dorsman, M. Snelder, M.R.H. Mandjes and E. de Romph (2020). Effective determination of MaaS trip modes in activity-based demand modelling. Proceedings of the 9th Symposium of the European Association for Research in Transportation (hEART 2020). Available here.
  • Z. Scully, L.R. van Kreveld, O.J. Boxma, J.L. Dorsman and A. Wierman (2020). Characterizing policies with optimal response time tails under heavy-tailed job sizes. ACM SIGMETRICS Performance Evaluation Review, 48(1), 35–36.
  • L.R. van Kreveld, O.J. Boxma, J.L. Dorsman and M.R.H. Mandjes (2020). Scaling analysis of an extended machine-repair model. Proceedings of the 13th EAI International Conference on Performance Evaluation Methodologies and Tools (Valuetools 2020), 172-179.
  • Z. Scully, L.R. van Kreveld, O.J. Boxma, J.L. Dorsman and A. Wierman (2020). Characterizing policies with optimal response time tails under heavy-tailed job sizes. Proceedings of the ACM on Measurement and Analysis of Computing Systems, 4(2), 30.
  • H. Zhou, J.L. Dorsman, M. Snelder, E. de Romph and M.R.H. Mandjes (2019). GPU-based parallel computing for activity-based travel-demand models. To appear in Procedia Computer Science.
  • M.A. Abidini, J.L. Dorsman and J.A.C. Resing (2018). Heavy traffic analysis of a polling model with retrials and glue periods. Stochastic Models, 34, 464-503.
  • B.S. Berg, J.L. Dorsman and M. Harchol-Balter (2018). Towards optimality in parallel job scheduling. ACM SIGMETRICS Performance Evaluation Review, 46, 116-118.
  • B.S. Berg, J.L. Dorsman and M. Harchol-Balter (2017). Towards optimality in parallel job scheduling. Proceedings of the ACM on Measurement and Analysis of Computer Systems, 1, 40:1 – 40:30.
  • D. Claeys, J.L. Dorsman, A. Saxena, J. Walraevens and H. Bruneel (2017). A queueing-theoretic analysis of the threshold-based exhaustive data-backup scheduling policy. Extended abstract. AIP Conference Proceedings 1863, 200002. (Proceedings of the 14th International Conference of Numerical Analysis and Applied Mathematics (ICNAAM 2016)).
  • D. Fiems, J.L. Dorsman and W. Rogiest (2016). Analysing queueing behaviour in void-avoiding fibre-loop optical buffers. Performance Evaluation, 103, 23-40.
  • J.L. Dorsman, N. Perel and M. Vlasiou (2016). Server waiting times in infinite supply polling systems with preparation times. Probability in the Engineering and Informational Sciences, 30, 153-184.
  • J.L. Dorsman, M. Vlasiou and B. Zwart (2015). Heavy-traffic asymptotics for networks of parallel queues with Markov-modulated service speeds. Queueing Systems: Theory and Applications, 79(3-4), 293-319.
  • J.L. Dorsman, S.C. Borst, O.J. Boxma and M. Vlasiou (2015). Markovian polling systems with an application to wireless random-access networks. Performance Evaluation, 85-86, 33-51.
  • J.L. Dorsman, S. Bhulai and M. Vlasiou (2015). Dynamic server assignment in an extended machine-repair model. IIE Transactions, 47(4), 392-413.
  • R. Bekker, P. Vis, J.L. Dorsman, R.D. van der Mei and E.M.M. Winands (2015). The impact of scheduling policies on the waiting-time distributions in polling systems. Queueing Systems: Theory and Applications, 79(2), 145-172.
  • W. Rogiest, J.L. Dorsman and D. Fiems (2014). Analysis of fibre-loop optical buffers with a void-avoiding schedule. Proceedings of the 8th International Conference on Performance Evaluation Methodologies and Tools (Valuetools 2014), 122-128.
  • J.L. Dorsman, O.J. Boxma and R.D. van der Mei (2014). On two-queue Markovian polling systems with exhaustive service. Queueing Systems: Theory and Applications, 78(4), 287-311.
  • J.L. Dorsman, M. Vlasiou and B. Zwart. (2013). Parallel queueing networks with Markov-modulated service speeds in heavy traffic. ACM SIGMETRICS Performance Evaluation Review, 41, 47-49.
  • R. Bekker, J.L. Dorsman, R.D. van der Mei, P. Vis and E.M.M. Winands (2013). Scheduling in polling systems in heavy traffic. ACM SIGMETRICS Performance Evaluation Review, 41, 41-43.
  • N. Perel, J.L. Dorsman and M. Vlasiou (2013). Cyclic-type polling models with preparation times. Proceedings of the 2nd International Conference on Operations Research and Enterprise Systems (ICORES 2013), 14-23. Received the Best Paper Award.
  • J.L. Dorsman, R.D. van der Mei and M. Vlasiou (2013). Analysis of a two-layered network by means of the power-series algorithm. Performance Evaluation, 70(12), 1072-1089.
  • J.L. Dorsman, O.J. Boxma and M. Vlasiou (2013). Marginal queue length approximations for a two-layered network with correlated queues. Queueing Systems: Theory and Applications, 75(1), 29-63.
  • J.L. Dorsman, R.D. van der Mei and E.M.M. Winands (2012). Polling systems with batch service. OR Spectrum, 34(3), 743-761.
  • J.L. Dorsman, R.D. van der Mei and E.M.M. Winands (2011). A new method for deriving waiting-time approximations in polling systems with renewal arrivals. Stochastic Models, 27(2), 318-332.
Popular-scientific articles
  • J.L. Dorsman. Wachtrijnetwerken en gelaagdheid. STAtOR 18-1, 17–19. (Article in Dutch).