[33] Blaszczyszyn, B., Ibrahim, R. and Karray, M. (2016). Spatial disparity of QoS metrics between base stations in wireless cellular networks. IEEE Trans. Commun. 64, 4381. Publised online 16 August 2016. [ bib | HAL | IEEE Xplore ]
[32] Keeler, H., Ross, N., Xia, A. and Blaszczyszyn, B. (2016). Stronger wireless signals appear more Poisson. IEEE Wireless Comm Letters. Publised online 26 August 2016. [ bib | arXiv | HAL | IEEE Xplore ]
[31] Błaszczyszyn, B. and Keeler, H. P. (2015). Studying the SINR process of the typical user in Poisson networks by using its factorial moment measures. IEEE Trans. Inf. Theory. Publised online 26 October 2015. [ bib | arXiv | HAL | IEEE Xplore ]
[30] Blaszczyszyn, B. and Karray, M. (2015). Spatial distribution of the SINR in Poisson cellular networks with sector antennas. IEEE Trans. Wireless Commun.. Publised online 7 April 2015. [ bib | HAL | IEEE Xplore ]
[29] Karray, M. K., Jovanovic, M. and Błaszczyszyn, B. (2015). Theoretical expression of link performance in OFDM cellular networks with MIMO compared to simulation and measurements. Annals of Telecommunications - Annales des Télécommunications. Publised online 24 June 2015. [ bib | Springer | HAL ]
[28] Błaszczyszyn, B., Karray, M. K. and Keeler, H. P. (2015). Wireless networks appear Poissonian due to strong shadowing. IEEE Trans. Wireless Commun. 14, 4379-4390. Publised online 7 April 2015. [ bib | arXiv | HAL | IEEE Xplore ]
[27] Błaszczyszyn, B. and Mühlethaler, P. (2015). Random linear multihop relaying in a general field of interferers using spatial Aloha. IEEE Trans. Wireless Commun. 14, 3700-3714. Publised online 19 March 2015. [ bib | arXiv | HAL | IEEE Xplore ]
[26] Blaszczyszyn, B. and Muhlethaler, P. (2015). Interference and SINR coverage in spatial non-slotted Aloha networks. Annales des telecommunications-annals of telecommunications 70, 345-358. Publised online 19 February 2015. [ bib | Springer | arXiv | HAL ]
[25] Keeler, H. P. and Błaszczyszyn, B. (2014). SINR in wireless networks and the two-parameter Poisson-Dirichlet process. IEEE Wireless Comm Letters 3, 525-528. published on Early access on August 2014. [ bib | arXiv | HAL | IEEE Xplore ]
[24] Błaszczyszyn, B., Jovanović, M. and Karray, M. K. (2014). Quality of real-time streaming in wireless cellular networks - stochastic modeling and analysis. IEEE Trans. Wireless Commun. 13,. [ bib | arXiv | HAL | IEEE Xplore ]
[23] Błaszczyszyn, B. and Yogeshwaran, D. (2014). On comparison of clustering properties of point processes. Adv. Appl. Probab. 46, 1-21. [ bib | arXiv | HAL | Euclid ]
[22] Błaszczyszyn, B. and Yogeshwaran, D. (2013). Clustering and percolation of point processes. Electron. J. Probab. 18, 1-20. [ bib | arXiv | HAL | EJP ]
[21] Błaszczyszyn, B. and Karray, M. K. (2013). Quality of service in wireless cellular networks subject to log-normal shadowing. IEEE Trans. Commun. 61, 781-791. published on Early Access on December 2012. [ bib | HAL | IEEE Xplore ]
[20] Błaszczyszyn, B., Mühlethaler, P. and Toor, Y. (2013). Stochastic analysis of Aloha in vehicular ad-hoc networks. Annales des telecommunications-annals of telecommunications 68, 95-106. Publised online 16 June 2012. [ bib | Springer | HAL ]
[19] Błaszczyszyn, B. and Karray, M. K. (2012). Effect of opportunistic scheduling on the quality of service perceived by the users in ofdma cellular networks. Annales des telecommunications-annals of telecommunications 67, 203-213. Published online May 2011. [ bib | Springer | HAL ]
[18] Baccelli, F., Błaszczyszyn, B. and Mirsadeghi, O. (2011). Optimal paths on the space-time SINR random graph. Adv. Appl. Probab. 43, 131-150. [ bib | arXiv | HAL | Euclid ]
[17] Baccelli, F., Błaszczyszyn, B. and Mühlethaler, P. (2010). Time-space opportunistic routing in wireless ad hoc networks, algorithms and performance. The Computer Journal 53, 592-609. Advance Access published on June 12, 2009. [ bib | HAL | Oxford Journals ]
[16] Baccelli, F., Błaszczyszyn, B. and Mühlethaler, P. (2009). Stochastic analysis of spatial and opportunistic Aloha. IEEE JSAC, special issue on Stochastic Geometry and Random Graphs for Wireless Networks 27, 1105-1119. [ bib | HAL | IEEE Xplore ]
[15] Błaszczyszyn, B. and Yogeshwaran, D. (2009). Directionally convex ordering of random measures, shot-noise fields and some applications to wireless networks. Adv. Appl. Probab. 41, 623-646. [ bib | arXiv | HAL | Euclid ]
[14] Baccelli, F., Błaszczyszyn, B. and Mühlethaler, P. (2006). An Aloha protocol for multihop mobile wireless networks. IEEE Trans. Inf. Theory 52, 421-436. [ bib | HAL | IEEE Xplore ]
[13] Błaszczyszyn, B. and Schott, R. (2005). Approximations of functionals of some modulated-Poisson Voronoi tessellations with applications to modeling of communication networks. JJIAM, Special Issue on Voronoi diagrams in Science and Engineering 22, 179-204. [ bib | HAL ]
[12] Błaszczyszyn, B. and Tchoumatchenko, K. (2004). Performance characteristics of multicast flows on random trees. Stochastic Models 20, 341-361. Marcel F. Neuts Prize for the best SM paper '04. [ bib | HAL | informaworld ]
[11] Baccelli, F., Błaszczyszyn, B. and Karray, M. K. (2004). Up and downlink admission/congestion control and maximal load in large homogeneous CDMA networks. MONET 9, 605-617. [ bib | Springer | HAL | acm ]
[10] Błaszczyszyn, B. and Schott, R. (2003). Approximate decomposition of some modulated-Poisson Voronoi tessellations. Advances in Applied Probability 35, 847-862. [ bib | HAL | Euclid ]
[9] Baccelli, F., Błaszczyszyn, B. and Tournois, F. (2002). Spatial averages of coverage characteristics in large CDMA networks. Wireless Networks 8, 569-586. [ bib | Springer | HAL | acm ]
[8] Baccelli, F. and Błaszczyszyn, B. (2001). On a coverage process ranging from the Boolean model to the Poisson Voronoi tessellation, with applications to wireless communications. Adv. in Appl. Probab. (SGSA) 33, 293-323. [ bib | HAL | Euclid ]
[7] Błaszczyszyn, B. and Sigman, K. (1999). Risk and duality in multidimensions. Stoch. Proc. Appl. 83, 331-356. [ bib | ScienceDirect | .ps ]
[6] Błaszczyszn, B., Rau, C. and Schmidt, V. (1999). Bounds for clump size characteristics in the Boolean model. Adv. in Appl. Probab. (SGSA) 31, 910-928. [ bib | Euclid | .ps ]
[5] Błaszczyszyn, B., Merzbach, E. and Schmidt, V. (1997). A note on expansions for functional of spatial marked processes. Statist. and Probab. Lett. 36, 299-306. [ bib | ScienceDirect | .ps ]
[4] Błaszczyszyn, B. and Rolski, T. (1996). Expansions for Markov-modulated systems and approximations of ruin probability. J. Appl. Probab. 32, 57-70. [ bib | JStor ]
[3] Błaszczyszyn, B. (1995). Factorial-moment expansion for stochastic systems. Stoch. Proc. Appl. 56, 321-335. [ bib | ScienceDirect ]
[2] Błaszczyszyn, B., Frey, A. and Schmidt, V. (1995). Light-traffic approximations for Markov-modulated multi-server queues. Stochastic Models 11, 423-445. [ bib | informaworld ]
[1] Błaszczyszyn, B. and Rolski, T. (1993). Queues in series in light traffic. Ann. Appl. Probab. 3, 881-896. [ bib | Euclid ]

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