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A methodology for the design of optimal traffic shapers in communication networks

机译:通信网络中最佳流量整形器设计的方法

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摘要

The authors consider the problem of optimally regulating the source traffic in a communication network to simultaneously satisfy a finite number of affine burstiness constraints. They prove that an optimal solution is a series connection of correspondingly dimensioned "leaky buckets." They propose a simple "fork-join" implementation of the optimal solution and study extensions to the problem of optimally shaping the traffic flow to meet a burstiness constraint specified by a concave increasing function. A consequence of their optimality results is that permutations of leaky buckets in a series connection are input-output equivalent.
机译:作者考虑了在通信网络中最佳地调节源流量以同时满足有限数量的仿射突发性约束的问题。他们证明,最佳解决方案是相应尺寸的“漏斗”的串联连接。他们提出了最佳解决方案的简单“叉叉式”实施方式,并研究了对交通流进行最佳整形以满足由凹增长函数指定的突发性约束的问题的扩展。其最佳结果的结果是,串联连接中的泄漏桶的排列等效于输入输出。

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