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一类格EQ-代数的构造

Construction of a class of lattice EQ-algebras
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摘要 V.Novak引入EQ-代数作为模糊型理论的真值代数。通过引入剩余格上的含幺完全L-模糊同余来构造一类格EQ-代数,并对其性质进行研究。 V.Novak introduced EQ-algebra as the algebraic structure of truth values of fuzzy type theory.It constructs a class of lattice EQ-algebras by complete L-congruence with an identity on residuated lattice,and then obtains some properties of them.
作者 杨伟
机构地区 临沂大学理学院
出处 《计算机工程与应用》 CSCD 2012年第11期40-42,46,共4页 Computer Engineering and Applications
基金 山东省自然科学基金(No.ZR2010AL004)
关键词 EQ-代数 剩余格 L-模糊同余 EQ-algebra residuated lattice L-fuzzy congruence
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参考文献13

  • 1Esteva F,Godo L.Monoidal t-norm based logic:towards a logic for left-continuous t-norms[J].Fuzzy Sets and Systems,2001,124:271-288.
  • 2Hajek P.Metamathematics of fuzzy logic[M].Dordrecht:Kluwer,1998.
  • 3Andrews P.An introduction to mathematical logic and type theory:to truth through proof[M].Dordrecht:Kluwer Academic Publishers,2002.
  • 4Novak V.From fuzzy type theory to fuzzy intensional logic[C]//Proc3rd Conf EUSFLAT.Zittau,Germany:Uni-versity of Applied Sciences at Zittau/Goerlitz,2003.
  • 5Novak V.Fuzzy type theory as higher order fuzzy logic[C]//Proc6th Int Conference on Intelligent Technologies(In-Tech’05).Bangkok,Thailand:Assumption University,2005.
  • 6Novak V.On fuzzy type theory[J].Fuzzy Sets and Sys-tems,2005,149:235-273.
  • 7Novak V,Baets B D.EQ-algebra[J].Fuzzy Sets and Sys-tems,2009,160:2956-2978.
  • 8El-Zekey M,Novak V.Semicopula-based EQ-algebras[R].Ostrava:University of Ostrava,2008.
  • 9Novak V.EQ-algebras:primary concepts and properties[C]//Proc Czech-Japan Seminar,9th Meeting,Kitakyushu Na-gasaki.Japan:Waseda University,2006.
  • 10Novak V.EQ-algebra-based fuzzy type theory and its ex-tensions[J].Logic Journal of IGPL,2011,19:512-542.

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