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WSN Node Coverage Optimization Algorithm Based on Global and Neighborhood Difference DE 被引量:2
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作者 Yi Wang Yubo Peng +2 位作者 Li Chen Yanzhong Duan Jing Li 《China Communications》 SCIE CSCD 2022年第3期215-229,共15页
Wireless sensor networks are widely used in today's fields,such as scientific research,industry and agriculture.However,due to the influence of its geographical location and the problems of low coverage and waste ... Wireless sensor networks are widely used in today's fields,such as scientific research,industry and agriculture.However,due to the influence of its geographical location and the problems of low coverage and waste of resources caused by random placement,it is very important to adopt appropriate strategies to improve its coverage.To this end,an improved GND-DE(Global and Neighborhood Difference Guided DE)algorithm is proposed.This algorithm uses both the global topology structure and the neighborhood topology structure,combined with the evaluation of contemporary optimization results,and selects the results from the two topology structures.The value-dominant individual,the individual to be evolved and the two dominant individuals calculate the difference operator corresponding to the two topological structures;a diversity neighborhood topology is proposed for the creation of the neighborhood topology;at the same time,the algorithm step size factor F is adaptively adjusted and the JADE external archive mutation strategy is introduced to eliminate the possibility of algorithm search stagnation.In order to verify the effectiveness of its improved algorithm,compared with other mainstream improved algorithms on the CEC2017 test set,it shows that its optimization efficiency and convergence are better than other comparison algorithms;finally,GND-DE is applied to WSN node coverage optimization,which proves the feasibility of its optimization strategy. 展开更多
关键词 differential evolution the global topology the neighborhood topology DIVERSITY wireless sensor network
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Fuzzy格上的强S不定序同态 被引量:1
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作者 白世忠 《湘潭大学自然科学学报》 CAS CSCD 1997年第3期1-6,共6页
本文引入TFuzzy格之间的强S不定序同态,它是连续和S不定序同态的强形式,但又弱于强连续序同态.其中给出了一些良好的特征性质和基本性质,如:L-Fzzy连通集的强S不定象是L-Fuzzy强连通集,L-Fuzzy良紧集的强S不定象是L-FuzzySR-紧... 本文引入TFuzzy格之间的强S不定序同态,它是连续和S不定序同态的强形式,但又弱于强连续序同态.其中给出了一些良好的特征性质和基本性质,如:L-Fzzy连通集的强S不定象是L-Fuzzy强连通集,L-Fuzzy良紧集的强S不定象是L-FuzzySR-紧集等. 展开更多
关键词 模糊格 强S不定序同态 LF拓扑空间
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