학술논문

A Novel Weighted Integration Dynamic Time Regularization and Euclidean Distance Optimization Algorithm for Power Data Mining
Document Type
Conference
Source
2020 IEEE 6th International Conference on Computer and Communications (ICCC) Computer and Communications (ICCC), 2020 IEEE 6th International Conference on. :2033-2037 Dec, 2020
Subject
Communication, Networking and Broadcast Technologies
Computing and Processing
Heuristic algorithms
Power system dynamics
Redundancy
Euclidean distance
Smart grids
Data mining
Optimization
time series
smart grid
weighted integration dynamic time regularity
similarity measure
Language
Abstract
With the development of large-scale construction of smart grid, the edge terminal equipment of power grid will produce a large number of time series power data with great redundancy, which brings great challenges to the storage of edge side of the equipment. In order to reduce the storage cost of edge side, data mining and weight removal are needed. The traditional data mining technology generally adopts the data mining method based on dynamic time regularity, but the disadvantage is that the mining efficiency is low and the adjacent data with low similarity can not be weighed. Aiming at these problems, this paper proposes an algorithm based on weighted integration dynamic time-regulation and Euclidean distance optimization, which can eliminate data redundancy, achieve data mining and weight removal by calculating the similarity between data. Finally, based on the real sampling data of smart grid, the effect of the proposed data mining technology in edge computing security protection system is analyzed and verified.