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Resource sharing for book-ahead and instantaneous-request calls using a CLT approximation

机译:使用CLT近似值进行提前预订和即时请求呼叫的资源共享

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This paper extends the admission control algorithm for book-ahead and instantaneous-request calls proposed by Greenberg, Srikant and Whitt (1997) to cover multiple classes of instantaneous-request calls, each with their own traffic characteristics and their own performance requirements. As before, book-ahead calls specify their staning and finishing times, and are assumed to book far ahead relative to the holding times of the instantaneous-request calls. The book-ahead calls may be constrained by an upper-limit on the capacity that can be reserved for them. Instantaneous-request calls are admitted if the probability of interruption (or some other form of service degradation in response to the conflict) for that call is below a threshold, but now this threshold can be class-dependent, and now the interrupt probability is calculated by a normal approximation based on the central limit theorem. Simulation experiments show that the normal approximation performs as well as the previous detailed calculation in single-class examples, and that the normal approximation can be applied to multi-class examples.
机译:本文扩展了Greenberg,Srikant和Whitt(1997)提出的用于提前预订和即时请求呼叫的准入控制算法,以涵盖多种类别的即时请求呼叫,每种都有自己的流量特性和性能要求。如前所述,提前预订呼叫指定其停留和结束时间,并假定相对于瞬时请求呼叫的保持时间提前预订。提前预订呼叫可能会受到可为其保留的容量上限的限制。如果该请求的中断概率(或响应冲突而导致的其他某种形式的服务降级)低于某个阈值,则可以接受即时请求呼叫,但是现在此阈值可以取决于类,并且现在可以计算中断概率通过基于中心极限定理的正态近似。仿真实验表明,在单类示例中,法线逼近的性能与以前的详细计算一样好,并且该法向逼近可以应用于多类示例。

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