| S. Grishechkin, M. Devetsikiotis,I. Lambadaris and C. Hobbs, "On Catastrophic Behavior of Queueing Networks," Workshop on Analysis and Simulation of Communication Networks, The Fields Institute for Research in Mathematical Sciences, Toronto, CA, 1998 |
....dynamics and performance has also been of crucial importance. Traditionally, these kind of service models have been treated in stochastic setup using Markov models but, recently there are attempts to understand the observed phe nomena using deterministic [1, 3, 4] and stochasticdeterministic [2] tools. With the advent of computers the heterogeneity of different technologies is increasing everyday. It makes a system designer s task extremely difficult to not only interface these diverse machines but also to fetch the optimal performance. In certain application this kind of ....
S. Grishechkin, M. Devetsikiotis,I. Lambadaris and C. Hobbs, "On Catastrophic Behavior of Queueing Networks," Workshop on Analysis and Simulation of Communication Networks, The Fields Institute for Research in Mathematical Sciences, Toronto, CA, 1998
....[8] Continuous time models with variable (state dependent) delay are hard to analyze [8] The analysis reported on these models deals mostly with the stability of fixed points and limit cycles under different parameter settings. For the first time, chaotic behavior of TCP has been reported in [13]. The evidence for this irregularity is mostly explored by simulations. Some theoretical work on flow synchronization in TCP has been reported in [4] 17] but one of the very important issues which currently is not well understood is how a smoothly operating network transitions into chaos. To ....
S. Grishechkin, M. Devetsikiotis,I. Lambadaris and C. Hobbs, "On Catastrophic Behavior of Queueing Networks," Workshop on Analysis and Simulation of Communication Networks, The Fields Institute for Research in Mathematical Sciences, Toronto, 1998.
....[8] Continuous time models with variable (state dependent) delay are hard to analyze [8] The analysis reported on these models deals mostly with the stability 2 of fixed points and limit cycles under different parameter settings. For the first time, chaotic behavior of TCP has been reported in [13]. The evidence for this irregularity is mostly explored by simulations. Some theoretical work on flow synchronization in TCP has been reported in [4] 17] but one of the very important issues which currently isn t well understood is how does a smoothly operating network transition into chaos. To ....
S. Grishechkin, M. Devetsikiotis,I. Lambadaris and C. Hobbs, "On Catastrophic Behavior of Queueing Networks," Workshop on Analysis and Simulation of Communication Networks, The Fields Institute for Research in Mathematical Sciences, Toronto, 1998.
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