无线蜂窝网络中新电话和掉线电话的在线频率重新分配

Narayan Patra, B. Ray, S. P. Mohanty
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引用次数: 3

摘要

无线蜂窝网络的在线频率分配是近年来的重要研究领域之一,它将地理覆盖区域划分为规则的六边形区域,称为蜂窝。请求序列随着时间的推移到达由基站发送的小区。每个请求要么是一个新的呼叫,要么是一个由基站分别通过分配频率或释放频率来提供服务的掉线呼叫。为了最小化用于服务来自相同或邻近小区的所有新呼叫请求的频率范围,将被丢弃呼叫的频率重新分配给使用最高频率的现有呼叫。对于(3-colorable)蜂窝网络的推广χ-colorable网络,我们提出了一种有效的在线频率重新分配算法,最小化频率使用的范围。在线算法的竞争比为(χ+1)/3,在不允许重新分配频率的情况下,比现有同类问题的竞争比(χ+1)/2更尖锐。以3色蜂窝网络为例,当χ = 3时,求出其竞争比的绝对下界和上界,验证了新算法的最优性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Online Frequency Reassignment for New and Drop Calls in Wireless Cellular Networks
Online frequency assignment for wireless cellular networks is one of the important research areas in recent time, where the geographical coverage area is divided into regular hexagonal regions called cells. Sequence of requests arrives over time to the cells that are headed by the base stations. Each of the requests is either a new call or a drop-call which is served by the base station by assigning the frequencies or releasing the frequencies respectively. In order to minimize the span of frequencies use to serve all the requests for new calls originating from same or neighboring cells, reassignment of the frequency of the dropped-call is done to an already existing call that uses the highest frequency. For χ-colorable networks, which are the generalization of the (3-colorable) cellular networks, we have suggested an efficient online algorithm for frequency reassignment, minimizing the span of frequency usages. The competitive ratio of the proposed online algorithm is (χ+1)/3, which is sharper than the competitive ratio (χ+1)/2 of existing similar problem without allowing reassignment of frequency. The optimality of the new algorithm is verified by finding the absolute lower and upper bounds of its competitive ratio for 3-colrable cellular network as a particular case when χ = 3.
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