停止准则对智能设备分布纯随机搜索优化的影响

M. Poland, C. Nugent, Hui Wang, Liming Luke Chen
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引用次数: 2

摘要

智能家居等智能环境的实施数量将在未来40年内急剧增加。这是根据人口统计数据预测得出的,这表明老年人口在增加。据预测,由于成本原因,政府将难以满足对传感器技术等资源的需求。有限资源的优化包括物理定位设备,以最大限度地提高相关数据收集潜力。目前,在智能家居中分配有限空间检测传感器(如压力垫)的最常用方法是通过人工进行临时部署。在本研究中,使用纯随机搜索(PRS)算法处理特殊居民空间频率数据,以揭示未来感兴趣的概率区域,暗示资源约束下的最佳传感器分布。有了PRS,一个零假设被陈述:“使用较低的迭代停止标准比使用较高的迭代停止标准产生更少的最佳传感器分布”。1000和5000次迭代之间的学生t检验在5% (p = 0.016852)具有统计学意义,因此零假设被拒绝。在其他迭代准则之间得到了类似的结果。这些数据表明,迭代停止准则并不像传感器尺寸或传感器数量那样重要;在使用PRS时,设定较低的停止参数,也能得到类似的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stopping Criterion Impact on Pure Random Search Optimisation for Intelligent Device Distribution
The number of intelligent environment implementations such as smart homes is set to increase dramatically within the next 40 years. This is predicted using forecasts of demographic data which indicates an expansion of the aged population. It has also been predicted that governments will struggle to meet the demand for resources such as sensor technology due to costs. Optimisation of limited resources involves physically positioning devices to maximise pertinent data gathering potential. Currently the most utilised methodology of distributing limited spatial detection sensors such as pressure mats within smart homes is via ad-hoc deployments performed by a human being. In this study idiosyncratic inhabitant spatial-frequency data was processed using a Pure Random Search (PRS) algorithm to uncover probabilistic future regions of interest, alluding to optimal sensor distributions under resource constraint. With PRS a null hypothesis was stated: ‘using lower iteration stopping criteria produce less optimal sensor distributions than when using higher iteration stopping criteria’. A student t-test between 1000 and 5000 iterations was statistically significant at 5% (p = 0.016852) whereby the null hypothesis was rejected. Similar results were obtained between other iteration criteria. These data demonstrate that the iteration stopping criterion is not as critical as sensor size or number of sensors; and that comparable results could be obtained when lower stopping parameters are specified when using PRS.
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