Reliable Queuing One-Way Delay Metric for Computer Networks

We claim the method to obtain a reliable queuing one-way delay metric for the wireless computer networking systems. The method requires only a measurement of the timestamp series between packet departure and arrival events. These timestamps are included inside the packets with stream frames. Thus, the method does not need to involve any additional probe packets nor any clock synchronization between two measurement nodes. We describe the algorithm based on the Gerchberg-Saxton procedure for queuing delay decoupling from a measured end-to-end delay distribution. We solve the problem of separating a queuing delay component from the fluctuating transmission and propagation components of delay. The reconstructed queuing delay distribution is further decomposed into individual spectral Weibullian components using the Expectation-Maximization algorithm. We propose an application of temporal queuing delay dynamics to infer a network congestion. Experimental results demonstrate the ability of early congestion detection before packet losses occur.

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Publication Details

Published
2025-03-24
DOI
https://doi.org/10.1109/smartindustrycon65166.2025.10986156
Primary Topic
Advanced Optical Network Technologies
Type
article
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article

Reliable Queuing One-Way Delay Metric for Computer Networks

Ruslan Pusev, Dmitriy Moskvitin, Maksim Kulya
Advanced Optical Network Technologies
article

Reliable Queuing One-Way Delay Metric for Computer Networks

Ruslan Pusev, Dmitriy Moskvitin, Maksim Kulya
article en

Abstract

We claim the method to obtain a reliable queuing one-way delay metric for the wireless computer networking systems. The method requires only a measurement of the timestamp series between packet departure and arrival events. These timestamps are included inside the packets with stream frames. Thus, the method does not need to involve any additional probe packets nor any clock synchronization between two measurement nodes. We describe the algorithm based on the Gerchberg-Saxton procedure for queuing delay decoupling from a measured end-to-end delay distribution. We solve the problem of separating a queuing delay component from the fluctuating transmission and propagation components of delay. The reconstructed queuing delay distribution is further decomposed into individual spectral Weibullian components using the Expectation-Maximization algorithm. We propose an application of temporal queuing delay dynamics to infer a network congestion. Experimental results demonstrate the ability of early congestion detection before packet losses occur.

National Research University Higher School of Economics (RU), ITMO University (RU)
Openalex Percentile: Top 92%
Advanced Optical Network Technologies
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