1 Cintula, P., "Weakly Implicative (Fuzzy) Logics I: Basic properties" 45 : 673-704, 2006
2 Yang, E., "Weakening-free, non-associative fuzzy logics: Micanorm-based logics" 276 : 43-58, 2015
3 Metcalfe, G., "Substructural Fuzzy Logics" 72 : 834-864, 2007
4 Esteva, F., "On the standard and rational completeness of some axiomatic extensions of the monoidal t-norm logic" 71 : 393-420, 2002
5 양은석, "On the Standard Completeness of an Axiomatic Extension of the Uninorm Logic" 한국논리학회 12 (12): 115-139, 2009
6 Cintula, P., "Non-associative substructural logics and their semilinear extensions: axiomatization and completeness properties" 12 : 394-423, 2013
7 Hájek, P., "Metamathematics of Fuzzy Logic" Kluwer 1998
8 Cintula, P., "Mathematical Fuzzy Logic" Springer 245-290, 2015
9 양은석, "MTL의 표준 완전성" 한국논리학회 16 (16): 437-452, 2013
10 Cintula, P., "Handbook of Mathematical Fuzzy Logic, vol 1" College publications 103-207, 2011
1 Cintula, P., "Weakly Implicative (Fuzzy) Logics I: Basic properties" 45 : 673-704, 2006
2 Yang, E., "Weakening-free, non-associative fuzzy logics: Micanorm-based logics" 276 : 43-58, 2015
3 Metcalfe, G., "Substructural Fuzzy Logics" 72 : 834-864, 2007
4 Esteva, F., "On the standard and rational completeness of some axiomatic extensions of the monoidal t-norm logic" 71 : 393-420, 2002
5 양은석, "On the Standard Completeness of an Axiomatic Extension of the Uninorm Logic" 한국논리학회 12 (12): 115-139, 2009
6 Cintula, P., "Non-associative substructural logics and their semilinear extensions: axiomatization and completeness properties" 12 : 394-423, 2013
7 Hájek, P., "Metamathematics of Fuzzy Logic" Kluwer 1998
8 Cintula, P., "Mathematical Fuzzy Logic" Springer 245-290, 2015
9 양은석, "MTL의 표준 완전성" 한국논리학회 16 (16): 437-452, 2013
10 Cintula, P., "Handbook of Mathematical Fuzzy Logic, vol 1" College publications 103-207, 2011
11 Horĉík, R., "Handbook of Mathematical Fuzzy Logic, vol 1" College publications 283-353, 2011
12 양은석, "An Axiomatic Extension of the Uninorm Logic Revisited" 한국논리학회 17 (17): 323-348, 2014
13 Jenei, S., "A Proof of Standard completeness for Esteva and Godo's Logic MTL" 70 : 183-192, 2002