@inproceedings{kouvatsos:hal-01586893,
  TITLE = {{On the Analysis of Queues with Heavy Tails: A Non-Extensive Maximum Entropy Formalism and a Generalisation of the Zipf-Mandelbrot Distribution}},
  AUTHOR = {Kouvatsos, Demetres D. and Assi, Salam A.},
  URL = {https://inria.hal.science/hal-01586893},
  NOTE = {Part 3: Modeling},
  BOOKTITLE = {{Performance Evaluation of Computer and Communication Systems (PERFORM)}},
  ADDRESS = {Vienna, Austria},
  EDITOR = {Karin Anna Hummel and Helmut Hlavacs and Wilfried Gansterer},
  PUBLISHER = {{Springer}},
  SERIES = {Performance Evaluation of Computer and Communication Systems. Milestones                    and Future Challenges},
  VOLUME = {LNCS-6821},
  PAGES = {99-111},
  YEAR = {2010},
  MONTH = Oct,
  DOI = {10.1007/978-3-642-25575-5\_9},
  KEYWORDS = {Performance evaluation ; extensive maximum entropy (EME) formalism ; non-extensive maximum entropy (NME) formalism ; generalised exponential (GE) ; traffic burstiness ; self-similarity ; short-range dependence (SRD) ; long-range dependence (LRD) ; queueing systems ; Zipf-Mandelbrot (Z-M) distribution},
  PDF = {https://inria.hal.science/hal-01586893/file/978-3-642-25575-5_9_Chapter.pdf},
  HAL_ID = {hal-01586893},
  HAL_VERSION = {v1},
}