[1] W. Bandler, L. Kohout, Semantics of implication operators and fuzzy
relational products, Internat. J. Man-Mash. Studies, 12(1980), 89-116.
[2] G. Birkhoff, Lattice Theory, Amer. Math. Soc. Colloq. Publ., 25, New
York, 1968.
[3] A. Dvurecenskij, Pseudo MV-algebras are intervals in l-groups, J. Aus-
tralian Math. Soc., 72(2002), 427-445.
[4] A. Dvurecenskij, On pseudo MV-algebras, Soft Computing,5(2001), 347-
354.
[5] N. Galatos, C. Tsinakis, Generalized MV-alebras,J. of Algebra,
283(2005), 254-291.
[6] G. Georgescu, L. Leustean, Some classes of Pseudo BL-algebras, J. Aus-
tral. Math. Soc., 73(2002),127-153.
[7] G. Georgescu, A. lorgulescu, Pseudo MV-algebras, Multiple-Valued Logics,
6(2001),193-215.[8] G. Georgescu, A. Popescu, Non-commutative fuzzy Galois connections,
Soft Computing, 7 (2003), 458-467.
[9] G. Georgescu, A. Popescu, Non-commutative fuzzy structures and pairs
of weak negations,Fuzzy Sets and Systems, 143(2004), 129-155.
[10] U. H¨ohle, E. P. Klement, Non-classical logic and their applications to fuzzy
subsets, Kluwer Academic Publisher, Boston, 1995.
[11] Y.C. Kim, J.W. Park, Join preserving maps and various concepts, Int. J.
Contemp. Math. Sciences, 5 (5) (2010), 243-251.
[12] E. Turunen, Mathematics Behind Fuzzy Logic, A Springer-Verlag Co.,
1999.
Thank you for copying data from http://www.arastirmax.com