论文信息 - Relationship between ordered semihypergroups and ordered semigroups by using pseudoorder - 字舞流文

Relationship between ordered semihypergroups and ordered semigroups by using pseudoorder

Bijan Davvaz | P. Corsini | T. Changphas | B. Davvaz | P. Corsini | T. Changphas

[1] Giovanni Lo Faro,et al. Fully simple semihypergroups , 2014 .

[2] B. Davvaz. Polygroup Theory and Related Systems , 2012 .

[3] B. Davvaz,et al. Study on the Structure of Γ-Semihypergroups , 2012 .

[4] Bijan Davvaz,et al. On Quasi-Hyperideals in Semihypergroups , 2011 .

[5] D. Heidari,et al. ON ORDERED HYPERSTRUCTURES , 2011 .

[6] N. Kehayopulu. ON ORDERED Γ-SEMIGROUPS , 2010 .

[7] Young Bae Jun,et al. Soft ordered semigroups , 2010, Math. Log. Q..

[8] Dario Fasino,et al. Existence of proper semihypergroups of type U on the right , 2007, Discret. Math..

[9] V. Leoreanu. ABOUT THE SIMPLIFIABLE CYCLIC SEMIHYPERGROUPS , 2000 .

[10] B. Davvaz,et al. Semihypergroups and $S$-hypersystems , 2000 .

[11] N. Kehayopulu,et al. Pseudoorder in ordered semigroups , 1995 .

[12] Niovi Kehayopulu,et al. On subdirectly irreducible ordered semigroups , 1995 .

[13] J. Howie. An introduction to semigroup theory , 1976 .

[14] A. H. Clifford,et al. Totally ordered commutative semigroups , 1958 .

[15] A. Clifford. ORDERED COMMUTATIVE SEMIGROUPS OF THE SECOND KIND , 1958 .

[16] A. H. Clifford,et al. Naturally Totally Ordered Commutative Semigroups , 1954 .

[17] F. Marty. Sur une generalization de la notion de groupe , 1934 .