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Variability of Location Management Costs with Different Mobilities and Timer Periods to Update Locations

机译:具有不同移动能力和计时器周期的位置管理成本的变化以更新位置

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In this article, we examine the Location Management costs in mobile communication networks utilizing the timer-based method. From the study of the probabilities that a mobile terminal changes a number of Location Areas between two calls, we identify a threshold value of 0.7 for the Call-to-Mobility Ratio (CMR) below which the application of the timer-based method is most appropriate. We characterize the valley appearing in the evolution of the costs with the timeout period, showing that the time interval required to reach 90% of the stabilized costs grows with the mobility index, the paging cost per Location Area and the movement dimension, in opposition to the behavior presented by the time interval that achieves the minimum of the costs. The results obtained for CMRs below the suggested 0.7 threshold show that the valley appearing in the costs tends to disappear for CMRs within [0.001, 0.7] in onedimensional movements and within [0.2, 0.7] in two-dimensional ones, and when the normalized paging cost per Location Area is below 0.3.
机译:在本文中,我们研究了使用基于计时器的方法在移动通信网络中的位置管理成本。通过研究移动终端在两个呼叫之间更改多个位置区域的概率,我们确定了呼叫移动比(CMR)的阈值0.7,在该阈值以下基于计时器的方法的应用最多。适当。我们用超时周期来描述出现在成本演变中的山谷,这表明达到稳定成本的90%所需的时间间隔随移动性指数,每个位置区域的传呼成本和移动维度而增加,与时间间隔所表示的行为,它使成本最小。对于低于建议的0.7阈值的CMR,所获得的结果表明,成本成本出现的谷值在CMR中一维运动在[0.001,0.7]范围内,在二维运动在[0.2,0.7]范围内,并且在归一化分页时趋于消失。每个位置区域的费用低于0.3。

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