$e$-Fuzzy filters of MS-algebras
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[1] T. S. Blyth and J. C. Varlet, Ockham Algebras, Oxford University Press, (1994). Google Scholar
[2] T. S. Blyth and J. C. Varlet, On a common abstraction of de Morgan and Stone algebras, Proc Roy Soc Edinburgh, Sect A, 1983, 94A: 301-308. Google Scholar
[3] T. S. Blyth and J. C. Varlet, Subvarieties of the class of MS-algebras, Proc Roy Soc Edinburgh, Sect A, 1983, 95A: 157-169. Google Scholar
[4] H. Hadji-Abadi and M.M. Zahedi, Some results on fuzzy prime spectrum of a ring , Fuzzy sets and systems, 77 (1996), 235-240. Google Scholar
[5] R. Kumar, Fuzzy prime spectrum of a ring, Fuzzy sets and systems, 46 (1992), 147-154. Google Scholar
[6] R. Kumar, Spectrum prime fuzzy ideals, Fuzzy sets and systems, 62 (1994),101-109. Google Scholar
[7] A. Rosenfeld, Fuzzy groups, J. Math. Anal. Appl., 35 (1971),512-517. Google Scholar
[8] M. Sambasiva Roa, e-filters in MS-algebras, Acta Mathematica Scientia,(33B(3)) Google Scholar
[9] (2014), 738-746. Google Scholar
[10] U. M. Swamy and D. V. Raju, Fuzzy ideals and congruences of lattices, Fuzzy sets and systems, 95 (1998), 249-253. Google Scholar
[11] Bo. Yuan and W. Wu, Fuzzy ideals on a distributive lattice, Fuzzy Sets and Systems, 35 (1990),231-240 . Google Scholar
[12] L. A. Zadeh, Fuzzy sets, Inform. and Control, 8 (1965), 338-353. Google Scholar