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Beta-Liouville Regression and Applications

机译:Beta-Liouville回归及其应用

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摘要

A novel regression algorithm has been proposed, Beta-Liouville regression, to solve regression of compositional data, where the prediction is multi-dimensional and sums to unity. Applications include market-share data mining in relation to its score in Google-trends and smart building occupancy estimation. The study of Google-trends in relation to market-shares gives a good estimate of whether the company's investment in advertisements have yielded any results in improving their market-shares. Secondly, occupant behaviour in buildings gives useful insights on the required levels of air conditioning, lighting and even initiating help during emergency. Sensors to estimate the occupancy of a smart building include microphone, door/window positions, motion detection, power consumption. The Beta-Liouville regression algorithm is compared to ordinary least squares regression with compositional transformations and Dirichlet regression.
机译:已经提出了一种新颖的回归算法Beta-Liouville回归,以解决组成数据的回归问题,其中预测是多维的,并且总和为1。应用包括与Google趋势得分相关的市场份额数据挖掘以及智能建筑占用率估算。有关市场份额的Google趋势研究很好地估计了该公司在广告方面的投资是否对改善其市场份额产生了任何效果。其次,建筑物中的乘员行为有助于洞悉所需的空调,照明水平,甚至在紧急情况下可以提供帮助。估计智能建筑占用率的传感器包括麦克风,门/窗位置,运动检测,功耗。将Beta-Liouville回归算法与具有组成变换和Dirichlet回归的普通最小二乘回归进行比较。

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