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Results: 109
Number of items: 109
  • van Dijk, N. M., & Boucherie, R. J. (2000). On a queueing network model for cellular mobile telecommunications networks. Operations Research, 48(1), 38-49. https://doi.org/10.1287/opre.48.1.38.12446
  • van Dijk, N. M., & Korezlioglu, H. (2000). Sensitivity Analisis for Markov Reward Structures until Entrance Times. Journal of Applied Probability, 37(1), 45-63. https://doi.org/10.1017/S0021900200015242
  • van Dijk, N. M., & Sladkey, K. (2000). A note on uniformizing for dynamic nonnegative systems. Journal of Applied Probability, 37(2), 329-334. https://doi.org/10.1017/S0021900200015552
  • van Dijk, N. M., & Sladky, K. (2000). Monotonocity and Comparison Results for Nonnegative Dynamic Systems. Operations Research.
  • van Dijk, N. M., Hermans, M. D., Teunisse, M. J. G., & Schuurman, M. (1999). Designing the Westerscheldetunnel toll plaza using a combination of queueing and simulation. In H. B. Nembhard, P. A. Farrington, D. T. Sturrock, & G. W. Evans (Eds.), Proceedings 1999 Winter Simulation Conference
  • van Dijk, N. M., & Sladky, K. (1999). Error bounds for nonnegative dynamic models. Journal of Optimization Theory and Applications, (101), 449-474.
  • van Dijk, N. M., & Grassmann, W. K. (1999). The production form tool for queueing networks. In W. K. Grassmann (Ed.), Computational Probability (pp. 409-444). Kluwer Academic Publishers.
  • van Dijk, N. M. (1998). De wet van de grote aantallen. Call Center Magazine, 10, 50-51.
  • van Dijk, N. M. (1998). Wachttijdtheorie. Call Center Magazine, 2, 10-13.
  • van Dijk, N. M. (1998). Met wiskundig modelleren uw Call Center optimaliseren. Call Center Magazine, 9, 16-20.
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