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首页> 外文期刊>Journal of network and systems management >Priority Service Provisioning and Max-Min Fairness: A Utility-Based Flow Control Approach
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Priority Service Provisioning and Max-Min Fairness: A Utility-Based Flow Control Approach

机译:优先服务提供和最大最小公平:基于实用程序的流控制方法

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摘要

In this paper, a novel priority assignment scheme is proposed for priority service networks, in which each link sets its own priority threshold, namely, the lowest priority the link is willing to support for the incoming packets without causing any congestion. Aiming at a reliable transmission, the source then assigns each originated packet the maximum priority value required along its path, because links may otherwise discard the incoming packets which do not meet the corresponding priority requirements. It is shown that if each source sends the traffic at a rate that is reciprocal to the specified highest priority, a bandwidth max-min fairness is achieved in the network. Furthermore, if each source possesses a utility function of the available bandwidth and sends the traffic at a rate so that the associated utility is reciprocal to the highest link priority, a utility max-min fairness is achieved. For general networks without priority services, the resulting flow control strategy can be treated as a unified framework to achieve either bandwidth max-min fairness or utility max-min fairness through link pricing policy. More importantly, the utility function herein is only assumed to be strictly increasing and does not need to satisfy the strictly concave condition, the new algorithms are thus not only suitable for the traditional data applications with elastic traffic, but are also capable of handling real-time applications in the Future Internet.
机译:本文提出了一种针对优先级服务网络的新型优先级分配方案,该方案中的每个链路都设置了自己的优先级阈值,即链路愿意为传入数据包提供支持而不会引起任何拥塞的最低优先级。为了可靠的传输,源随后为每个始发的数据包分配沿其路径所需的最大优先级值,因为否则链路可能会丢弃不满足相应优先级要求的传入数据包。可以看出,如果每个源以指定的最高优先级的倒数速率发送流量,则网络中将达到带宽最大-最小公平性。此外,如果每个源都具有可用带宽的效用函数并以一定速率发送业务,以使相关的效用与最高链路优先级相对应,则可以实现效用最大-最小公平性。对于没有优先服务的通用网络,可以将最终的流量控制策略视为一个统一的框架,以通过链路定价策略实现带宽最大-最小公平性或效用最大-最小公平性。更重要的是,此处的效用函数仅假设为严格增加的,不需要满足严格的凹入条件,因此新算法不仅适用于具有弹性流量的传统数据应用,而且还能够处理实际的未来互联网中的时间应用。

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