Efficiently computing Pareto optimal G-skyline query in wireless sensor network
Author(s) -
Leigang Dong,
Guohua Liu,
Xiaowei Cui,
Quan Yu
Publication year - 2021
Publication title -
international journal of distributed sensor networks
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.324
H-Index - 53
eISSN - 1550-1477
pISSN - 1550-1329
DOI - 10.1177/15501477211060673
Subject(s) - skyline , computer science , pareto optimal , data mining , set (abstract data type) , point (geometry) , key (lock) , wireless sensor network , pareto principle , focus (optics) , graph , theoretical computer science , computer network , mathematical optimization , computer security , optics , programming language , physics , geometry , mathematics
There are much data transmitted from sensors in wireless sensor network. How to mine vital information from these large amount of data is very important for decision-making. Aiming at mining more interesting information for users, the skyline technology has attracted more attention due to its widespread use for multi-criteria decision-making. The point which is not dominated by any other points can be called skyline point. The skyline consists of all these points which are candidates for users. However, traditional skyline which consists of individual points is not suitable for combinations. To address this gap, we focus on the group skyline query and propose efficient algorithm to computing the Pareto optimal group-based skyline (G-skyline). We propose multiple query windows to compute key skyline layers, then optimize the method to compute directed skyline graph, finally introduce primary points definition and propose a fast algorithm based on it to compute G-skyline groups directly and efficiently. The experiments on the real-world sensor data set and the synthetic data set show that our algorithm performs more efficiently than the existing algorithms.
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