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Multiscale Traffic Processing Techniques for Network Inference and Control Richard Baraniuk, Edward Knightly, Robert Nowak, Rolf Riedi Rice University July 2000 Rice Networking Research • INCITE (RB, EK, RN, RR, Coates) • Scalable QoS (EK) • Multi-tier (Aazhang, Wallach, RB, EK, RR) • ScalaServer (Druschel, Zwaenepoel) • Mobile IP (Dave Johnson) Rice University INCITE Project, July 2000 Technical Challenges State of network is intractable on a per-flow basis Poor understanding of the origins of complex network dynamics Lack of adequate modeling frameworks for network dynamics Manageable, reduced complexity model with known accuracy Rice University INCITE Project, July 2000 INCITE InterNet Control and Inference Tools at the Edge • Overarching Objective – edge-based network measurement – modeling, monitoring, inference and control – scalable, real-time, online algorithms – (www.ece.rice.edu/INCITE) • Current DARPA Project Goals – novel traffic models: realistic, manageable – capture multiscale variability and burstiness – provide basis for a novel queuing approach and a intelligent probing strategy – synthesis and inference Rice University INCITE Project, July 2000 Multiscale Nature of Traffic • Multifractal (Riedi et al. ’97) –small time scale –Network, protocol layer –Control at Connection level packet scheduling round-trip time • LRD (Willinger et al. ‘93) – Large times – Client behavior – Bandwidth over Buffer session lifetime network management 10s msec minutes hours _________ _________ < 1 msec Rice University INCITE Project, July 2000 Multiscale Modeling Time Scale | | \/ Innovative synthesis: multiplicative Rice University INCITE Project, July 2000 Modeling on all Time Scales real trace MWM FGn additive multiplicative 1 Matching variances on all scales 10 Positive, bursty 100 Rice University INCITE Project, July 2000 Gaussian, LRD Matching of Marginals Real Trace Multiplicative Models: match marginals closely Additive Models: match only variance 6ms 6ms 12ms 12ms 24ms 24ms MultiScale Queuing approach Queue-length = supr(Kr - rc) Kr = aggregate arrival in r time unit difficulties: non-linearity & correlated events MSQ key insight (SigMetrics, InfoComm) For MWM – traffic: overflows on dyadic times are “independent” Rice University INCITE Project, July 2000 Multiscale Queuing MSQ formula: for all scales (non-asymptotic) predictive capability revolutionary queuing approach Rice University INCITE Project, July 2000 Cross-traffic: Probing at Edge Abstraction of connection: multiscale statistical model of delay and loss Chirps of Probes: meet key protocol timing maximize inference capability MSQ: from queuing delay infer cross-traffic -> improved control Rice University INCITE Project, July 2000 Multifractals: A Hand on Bursts • Multifractals – Classify burstiness (quantitative and qualitative) – Captures non-Gaussianity – Multifractal models: parsimonious, tractable & realistic – New understanding – Novel statistical tools Rice University INCITE Project, July 2000 INCITE: Deliverables • Multifractal Analysis Toolbox – Wavelet based estimators with known accuracy • Traffic Synthesis Software – Rapid multifractal algorithms • Network Path Modeling Toolbox – Online Inference of competing cross-traffic Rice University INCITE Project, July 2000 Challenges Improvements of algorithm Adaptive Passive monitoring Deal with loss Effect of network conditions on accuracy of inference Impact • INCITE project has promise to transform easily deployable COTS networks into predictable, controllable, and well-understood systems www.ece.rice.edu/INCITE /DARPA