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L-closure operators,L-closure systems and L-closure L-systems on complete L-ordered sets (Yu-Hui Liu,Ling-Xia Lu)
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答案
  Accession number:20104813422385
  (这就是EI号)
  Title:L-closure operators,L-closure systems and L-closure L-systems on complete L-ordered sets
  Authors:Liu,Yu-Hui1 ; Lu,Ling-Xia1
  Author affiliation:1 School of Mathematics and Science,Shijiazhuang University of Economics,Shijiazhuang 050031,China
  Corresponding author:Liu,Y.-H.
  Source title:Proceedings - 2010 7th International Conference on Fuzzy Systems and Knowledge Discovery,FSKD 2010
  Abbreviated source title:Proc.- Int.Conf.Fuzzy Syst.Knowl.Discov.,FSKD
  Volume:1
  Monograph title:Proceedings - 2010 7th International Conference on Fuzzy Systems and Knowledge Discovery,FSKD 2010
  Issue date:2010
  Publication year:2010
  Pages:216-218
  Article number:5569695
  Language:English
  ISBN-13:9781424459346
  Document type:Conference article (CA)
  Conference name:2010 7th International Conference on Fuzzy Systems and Knowledge Discovery,FSKD 2010
  Conference date:August 10,2010 - August 12,2010
  Conference location:Yantai,Shandong,China
  Conference code:82352
  Sponsor:Yantai University
  Publisher:IEEE Computer Society,445 Hoes Lane - P.O.Box 1331,Piscataway,NJ 08855-1331,United States
  Abstract:For L a complet Heyting algebra,on any complete L-ordered sets we introduce the concepts of L-closure operators,L-closure systems and L-closure L-systems.We show that there is a one-to-one correspondence between all L-closure operators and all L-closure systems (resp.,L-closure L-systems).2010 IEEE.
  Number of references:10
  Main heading:Fuzzy sets
  Uncontrolled terms:Closure operators - Closure systems - Heyting algebras - L-systems - Ordered set
  Classification code:921 Mathematics
  DOI:10.1109/FSKD.2010.5569695
  Database:Compendex
  Compilation and indexing terms,2010 Elsevier Inc.
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