Lecture Notes in Computer Science
DOI: 10.1007/978-3-540-79232-1_18
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IMR-Pathload: Robust Available Bandwidth Estimation Under End-Host Interrupt Delay

Abstract: Abstract. Many paths in PlanetLab cannot be measured by Pathload. One of the main reasons for this is timing irregularities caused by interrupt moderation of network hardware, which delays generation of interrupts for a certain period of time to reduce per-packet CPU overhead. Motivated by this problem, we study Pathload in detail under various end-host interrupt delays and find that its trend detection mechanism becomes susceptible to non-negligible interrupt delays, making it unable to measure network paths … Show more

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Cited by 9 publications
(10 citation statements)
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“…This makes Pathload's estimation much more susceptible to error, which happens fairly often in practice. Kang et al [15] overcome this problem in a recent proposal called Interrupt Moderation Resilient Pathload (IMR-Pathload), which utilizes signal de-noising techniques such as wavelet decomposition and window-based averaging in detecting a delay trend exists in one-way delay samples of probe packets.…”
Section: B Timing Irregularitiesmentioning
confidence: 99%
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“…This makes Pathload's estimation much more susceptible to error, which happens fairly often in practice. Kang et al [15] overcome this problem in a recent proposal called Interrupt Moderation Resilient Pathload (IMR-Pathload), which utilizes signal de-noising techniques such as wavelet decomposition and window-based averaging in detecting a delay trend exists in one-way delay samples of probe packets.…”
Section: B Timing Irregularitiesmentioning
confidence: 99%
“…We assess the performance of PRC-MT in scenarios with non-negligible interrupt delays in comparison with Pathload [26], IMR-Pathload [15], Pathchirp [27], IGI/PTR [6] using metric A t and Pathrate [3], CapProbe [16] using metric C t when the narrow link coincides with the tight link. For available bandwidth A t , our results show that PRC-MT exhibits no negative side-effects related to interrupt moderation, converges in 90 − 140 seconds in all examined topologies, and outperforms the other studied methods in terms of accuracy (1−5% error).…”
Section: B Timing Irregularitiesmentioning
confidence: 99%
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