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Efficient Probabilistic K-NN Computation in Uncertain Sensor Networks
DOI:10.1109/TNSE.2021.3099864.png)
Abstract
En 中文
Uncertain data management has recently attracted much research interest in the networking community and database community, as in many emerging applications, e.g., sensor data monitoring, location-based services and vehicle tracking, where data are inherently uncertain due to measurement errors, update delays etc. The probabilistic k nearest neighbor (k-PNN) query returns k objects with the highest probability of being the k-th nearest neighbor from a given query point Q. However, compared to the traditional k-NN over precise data, the computation cost of k-PNN is rather expensive due to the costly numerical integration or Monte-Carlo approach it adopts, which raises a challenge in answering k-PNN in very large uncertain sensor networks. To address this challenge, we propose an efficient strategy for processing k-PNN queries. Specifically, we introduce two effective pruning methods, spatial pruning and probabilistic pruning, to speed up the query procedure by reducing the search space. The spatial pruning is based on the bounding region of the k-th nearest neighbor, while the probabilistic pruning is based on the lower and upper probability bounds of each k-NN candidate object after spatial pruning. Extensive experiments have been implemented to demonstrate the efficiency and effectiveness of our proposed method under various settings, in terms of both wall clock time and the number of candidate objects to be evaluated.
Keywords:
Probabilistic logic
Uncertainty
Spatial databases
Indexes
Semantics
Query processing
Probability density function
Sensor networks
uncertain data
probabilistic queries
k nearest-neighbor queries
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