Abstract:
We study the end-to-end delay bounds that can be achieved in wireless networks using packet deadlines. We assume a set of flows in the network, for which flow i has burst...Show MoreMetadata
Abstract:
We study the end-to-end delay bounds that can be achieved in wireless networks using packet deadlines. We assume a set of flows in the network, for which flow i has burst parameter ¿i, injection rate ¿i, and path length Ki. It was already known that, in wireline networks, the Coordinated-Earliest-Deadline-First (CEDF) protocol can achieve and end-to-end delay of approximately (¿i/¿i)+Ki, whereas other schedulers such as Weighted Fair Queuing, have end-to-end delay bounds of the form (¿i + Ki)/¿i. For the case of wireless networks of arbitrary topology, the focus has typically been more on throughput optimality than minimizing delay. In this paper, we study the delay bounds that can be achieved by combining wireless link scheduling algorithms with a CEDF packet scheduler. We first present a centralized scheduler that has an end-to-end delay of approximately O(¿/(¿i) + ¿¿¿p i N/(r¿)), where r¿ is the total rate of flows through link ¿, N is the number of links in the network, and pi is the path followed by packets of flow i. We then show how to convert this into a distributed scheduler. We also study the extent to which results on the schedulability of packet deadlines can be carried over from the wireline to the wireless context. Lastly, we examine ways in which the theoretical schedulers considered in this paper can be transferred to a more practical random-access based setting. This work was supported by NSF contract CCF-0728980 and was performed while the first author was visiting Bell Labs in Summer, 2009.
Published in: 2010 Proceedings IEEE INFOCOM
Date of Conference: 14-19 March 2010
Date Added to IEEE Xplore: 06 May 2010
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