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Data collection scheme with minimum cost and location of emotional recognition edge devices

机译:具有最低成本和情感识别边缘设备位置的数据收集方案

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摘要

This paper develops a real-time and reliable data collection system for big scale emotional recognition systems. Based on the data sample set collected in the initialization stage and by considering the dynamic migration of emotional recognition data, we design an adaptive Kth average device clustering algorithm for migration perception. We define a sub-modulus weight function, which minimizes the sum of the weights of the subsets covered by a cover to achieve high-precision device positioning. Combining the energy of the data collection devices and the energy of the wireless emotional device, we balance the data collection efficiency and energy consumption, and define a minimum access number problem based on energy and storage space constraints. By designing an approximate algorithm to solve the approximate minimum Steiner point problem, the continuous collection of emotional recognition data and the connectivity of data acquisition devices are guaranteed under the energy constraint of wireless devices. We validate the proposed algorithms through simulation experiments using different emotional recognition systems and different data scale. Furthermore, we analyze the proposed algorithms in terms of topology for devices classification, location accuracy, and data collection efficiency by comparing with the Bayesian classifier-based expectation maximization algorithm, the background difference-based moving target detection arithmetic averaging algorithm, and the Hungarian algorithm for solving the assignment problem.
机译:本文开发了一种用于大规模情绪识别系统的实时,可靠的数据收集系统。基于初始化阶段收集的数据样本集,并考虑情感识别数据的动态迁移,我们设计了一种用于迁移感知的自适应Kth平均设备聚类算法。我们定义了一个子模量权函数,该函数将覆盖物所覆盖的子集的权重之和最小化,以实现高精度的设备定位。结合数据收集设备的能量和无线情感设备的能量,我们在数据收集效率和能量消耗之间取得平衡,并根据能量和存储空间限制定义最小访问次数问题。通过设计解决近似最小Steiner点问题的近似算法,可以在无线设备的能量约束下保证情感识别数据的连续收集和数据采集设备的连接性。我们通过使用不同的情感识别系统和不同的数据规模的模拟实验来验证所提出的算法。此外,通过与基于贝叶斯分类器的期望最大化算法,基于背景差异的运动目标检测算术平均算法和匈牙利算法进行比较,我们从拓扑上分析了提出的设备分类,位置精度和数据收集效率的算法解决分配问题。

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