• Ameri R (2003) On categories of hypergroups and hypermodules. J Discrete Math Sci Cryptogr 6(2-3):121–132

  MATH MathSciNet  Google Scholar 

• Corsini P (1993) Prolegomena of hypergroup theory, 2nd edn, Aviani editor, pp 1–26

• Corsini P, Leoreanu V (2003) Applications of hyperstructure theory. Advances in mathematics (Dordrecht). Kluwer, Dordrecht

  Google Scholar 

• Davvaz B (1999) Remarks on weak hypermodules. Bull Korean Math Soc 36(3):599–608

  MATH MathSciNet  Google Scholar 

• Davvaz B (2002) Approximations inH_v-modules. Taiwanese J Math 6(4):499–506

  MATH MathSciNet  Google Scholar 

• Davvaz B (2003) A brief survey of the theory ofH_v-structures. Algebraic hyperstructures and applications (Alexandroupoli-Orestiada, 2002). Spanidis, Xanthi, pp 39–70

• Davvaz B (2005) Characterizations of sub-semihypergroups by various triangular norms. Czechoslovak Math J 55(4):923–932

  Article MATH MathSciNet  Google Scholar 

• Davvaz B, Koushky A (2004) On hyperring of polynomials. Ital J Pure Appl Math 15:205–214

  MATH MathSciNet  Google Scholar 

• Davvaz B, Poursalavati NS (1999) On polygroup hyperrings and representation of polygroups. J Korean Math Soc 36:1021–1031

  MATH MathSciNet  Google Scholar 

• Krasner M (1983) A class of hyperring and hyperfields. Int J Math Math Sci 2:307–312

  Article MathSciNet  Google Scholar 

• Marty F (1934) Sur une generalization de la notation de grouse 8th Congress. Math Scandianaves, Stockholm, pp 45–49

• Massouros CG (1998) Free and cyclic hypermodules. Ann Math Pura Appl IV Ser 150:153–166

  Article MathSciNet  Google Scholar 

• Mittas J (1979) Hypergroupes canoniques. Math Balkanica 2:165–179

  MathSciNet  Google Scholar 

• Neggers J, Jun YB, Kim HS (1999) On L-fuzzy ideals in semirings II. Czechoslovak Math J 49(1):127–133

  Article MATH MathSciNet  Google Scholar 

• Olson DM, Ward VK (1997) A note on multilicative hyperrings. Ital J Pure Appl Math 1:77–84

  MATH MathSciNet  Google Scholar 

• Rosenfeld A (1971) Fuzzy groups. J Math Anal Appl 35:512–517

  Article MATH MathSciNet  Google Scholar 

• Rota R (1996) Hyperaffine planes over hyperrings. Discrete Math 155:215–223

  Article MATH MathSciNet  Google Scholar 

• Vougiouklis T (1991) The fundamental relation in hyperrings. The general hyperfield. Algebraic hyperstructures and applications (Xanthi, 1990). World Sci. Publishing, Teaneck, pp 203–211

• Vougiouklis T (1994) Hyperstructures and their representations. Hadronic Press, Palm Harber

  MATH  Google Scholar 

• Zadeh LA (1965) Fuzzy sets. Inform Control 8:338–353

  Article MATH MathSciNet  Google Scholar 

• Zhan J (2006) On properties of fuzzy hyperideals in hypernear-rings witht-norms. J Appl Math Comput 20:255–277

  MATH MathSciNet  Google Scholar 

• Zhan J, Dudek WA (2006) Interval valued intuitionistic (S,T)-fuzzyH_v-submodules. Acta Math Sin Engl Ser 22(4): 963–970

  Article MATH MathSciNet  Google Scholar 

• Zhan J, Davvaz B, Shum KP (2007a) Isomorphism theorems of hypermodules. Acta Math Sin Chin Sers 50(4) (in press)

• Zhan J, Davvaz B, Shum KP (2007b) A new view of fuzzy hypermodules. Acta Math Sin Engl Ser 23(4) (in press)

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