生物医学时间序列数据的聚合索引

Jonathan Woodbridge, B. Mortazavi, M. Sarrafzadeh, A. Bui
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引用次数: 1

摘要

远程和可穿戴医疗传感具有创建非常庞大和高维数据集的潜力。医疗时间序列数据库必须能够有效地存储、索引和挖掘这些数据集,以使医疗专业人员能够有效地分析从患者那里收集的数据。传统的高维标引方法分为两个阶段。首先,从数据库中高效提取真实匹配的超集。其次,通过将超集的每个对象与查询对象进行比较并拒绝落在预定半径之外的任何对象来修剪超集。这个修剪阶段在很大程度上支配了大多数传统搜索算法的计算复杂度。因此,通过减少剪枝的数量可以显著改进索引算法。本文提出了一种在线聚合生物医学时间序列数据的算法,在不影响搜索结果质量的前提下,显著减少了搜索空间(索引大小)。该算法是建立在观察生物医学时间序列信号是由周期性和经常相似的模式。该算法接受一个片段流,并将它们分组为高度集中的集合。局部敏感散列(LSH)用于降低算法的整体复杂性,使其能够在线运行。此聚合的输出用于填充索引。所提出的算法使指数(相对于对象总数)呈对数增长,同时保持灵敏度和特异性在98%以上。当使用聚合索引时,时间序列搜索的内存和运行时复杂性都得到了改善。此外,数据挖掘任务(如集群)在聚合索引上运行时的运行时间要快几个数量级。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Aggregated Indexing of Biomedical Time Series Data
Remote and wearable medical sensing has the potential to create very large and high dimensional datasets. Medical time series databases must be able to efficiently store, index, and mine these datasets to enable medical professionals to effectively analyze data collected from their patients. Conventional high dimensional indexing methods are a two stage process. First, a superset of the true matches is efficiently extracted from the database. Second, supersets are pruned by comparing each of their objects to the query object and rejecting any objects falling outside a predetermined radius. This pruning stage heavily dominates the computational complexity of most conventional search algorithms. Therefore, indexing algorithms can be significantly improved by reducing the amount of pruning. This paper presents an online algorithm to aggregate biomedical times series data to significantly reduce the search space (index size) without compromising the quality of search results. This algorithm is built on the observation that biomedical time series signals are composed of cyclical and often similar patterns. This algorithm takes in a stream of segments and groups them to highly concentrated collections. Locality Sensitive Hashing (LSH) is used to reduce the overall complexity of the algorithm, allowing it to run online. The output of this aggregation is used to populate an index. The proposed algorithm yields logarithmic growth of the index (with respect to the total number of objects) while keeping sensitivity and specificity simultaneously above 98%. Both memory and runtime complexities of time series search are improved when using aggregated indexes. In addition, data mining tasks, such as clustering, exhibit runtimes that are orders of magnitudes faster when run on aggregated indexes.
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