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When Heavy-Tailed and Light-Tailed Flows Compete: The Response Time Tail Under Generalized Max-Weight Scheduling

机译：当重尾和轻尾流竞争：广义最大权重调度下的响应时间尾

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Jayakrishnan Nair; Krishna Jagannathan; Adam Wierman;
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年度 2013
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1. When Heavy-Tailed and Light-Tailed Flows Compete: The Response Time Tail Under Generalized Max-Weight Scheduling [J] . Jayakrishnan Nair, Krishna Jagannathan, Adam Wierman IEEE/ACM Transactions on Networking . 2016,第2期

机译：当重尾流和轻尾流竞争时：广义最大权重调度下的响应时间尾
2. Queue-Length Asymptotics for Generalized Max-Weight Scheduling in the Presence of Heavy-Tailed Traffic [J] . Jagannathan K., Markakis M., Modiano E., Networking, IEEE/ACM Transactions on . 2012,第4期

机译：存在重尾交通时广义最大权重调度的排队长度渐近性
3. A reduced-peak equivalence for queues with a mixture of light-tailed and heavy-tailed input flows [J] . Borst S., Zwart B. Advances in applied probability . 2003,第3期

机译：轻尾和重尾输入流混合的队列的峰值降低当量
4. When heavy-tailed and light-tailed flows compete: The response time tail under generalized max-weight scheduling [C] . Nair Jayakrishnan, Jagannathan Krishna, Wierman Adam IEEE INFOCOM . 2013

机译：当重尾流和轻尾流竞争时：广义最大权重调度下的响应时间尾部
5. Scheduling for heavy-tailed and light-tailed workloads in queueing systems. [D] . Nair, Jayakrishnan U. 2012

机译：安排排队系统中的重尾和轻尾工作负载。
6. Bayesian analysis of stochastic volatility-in-mean model with leverage and asymmetrically heavy-tailed error using generalized hyperbolic skew Student’s t-distribution [O] . William L. Leão, Carlos A. Abanto-Valle, Ming-Hui Chen -1

机译：使用广义双曲斜学生t分布的具有杠杆和不对称重尾误差的随机均值波动模型的贝叶斯分析
7. When Heavy-Tailed and Light-Tailed Flows Compete: The Response Time Tail Under Generalized Max-Weight Scheduling [O] . NAIR J, JAGANNATHAN K, WIERMAN A 2016

机译：当重尾流和轻尾流竞争时：广义最大权重调度下的响应时间尾

When Heavy-Tailed and Light-Tailed Flows Compete: The Response Time Tail Under Generalized Max-Weight Scheduling

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