References - Shodhganga

93 downloads 2345 Views 53KB Size Report
151. References. [1] K.Iseki, On BCI-algebra, Math. Seminar Notes 8 (1980),. 125 -130. [2] Y.L.Liu and J.Meng, Fuzzy ideals in BCI-algebra, Fuzzy. Sets and ...
151

References [1] K.Iseki, On BCI-algebra, Math. Seminar Notes 8 (1980), 125-130. [2] Y.L.Liu and J.Meng, Fuzzy ideals in BCI-algebra, Fuzzy Sets and Systems (2001), 227-237. [3] J.Meng, On ideals in BCK-algebra, Math.Japon, 40, (1994) 143-154. [4] Xi, On a class of BCI-algebras, Math. Japon, 35, (1990) 13-17. [5] Jianming Zhan, Fuzzy BCC-sub algebras of BCC-algebras with respect to A t-norm, Sci.Math.Jpn 3 (2000) No.1 (2000), 99-106. [6] J.Zhan, X. H. Jiang, H. Bhatti, S. A., On p-ideals of BCIalgebra, Punjab Univ. J. Math. [7] L.A.Zadeh, Fuzzy Sets, Information and Control, 8 (1965). [8] Iseki, On ideal in BCK-algebra, Math. Sem. Notes. Univ. 3 (1975), 1-12. [9] O.G.Xi, Fuzzy BCK-algebras, Math.Japon. 36 (1991) 935942. [10] Jianming Zhan, Doubt fuzzy BCI-algebras, UMMS, Vol.30, No.1 (2002), 49-56.

152

References

[11] M.Akram and K.H.Dar, Fuzzy associative P -ideals of IS-algebras with t-norm, Annal of University of Craiova, Math.comp.sci.ser 33 (2006) 8-16. [12] J.Meng, Xiu-e Guo, On fuzzy ideal in BCI(BCK)-algebras, Fuzzy sets and systems (Inpress). [13] Y.B.Jun and S.Z.Song, Fuzzy set theory applied to implicative ideal in BCK-algebras, Bull. Korean Math.Soc. 43 (2006), No.3, 461-470. [14] K.Iseki and S.Tanaka, An introduction to theory of BCKalgebra, Math Japon. 23 (1978) 1-26. [15] B.Ahmad, Fuzzy BCI-algebras, J.Fuzzy Math. 1 (1993) 445-452. [16] Y.B.Jun, Closed fuzzy ideals in BCI-algebras, Math. Japan. 38 (1993) 401-405. [17] Zhan, Jianming; Tan, Zhisong, Intuitionistic fuzzy αideals of IS−algebras, Sci.Math.Jpn. 59 (2004), no.3, 437– 441. [18] Y.B.Jun, E.H.Roh, Fuzzy commutative ideals in BCKalgebras, Fuzzy sets and systems 64 (1994) 401-405. [19] B.N Waphare and V.Joshi,On Distributive pairs in posets, SEAMS, 31 (2007) 1205-1233. [20] Y. B. Jun, J.Meng, Fuzzy p-ideals in BCI−algebras, Math. Japan, 40 (1994) 271-282.

References

153

[21] Zhan, Jianming; Tan, Zhisong Some results on ideals of BCK−algebras, Sci.Math.Jpn. 57 (2003), no.3, 545–547. [22] Xi, C. C, On a class of BCI−algebras, Math. Japan, 35 (1990) 13-17. [23] J.Zhang, X. H. Jiang, H. Bhatti, S. A, On p-ideals of BCI−algebra, Punjab Univ. J. Math. [24] Y. L. Liu and J. Meng, q-ideals and a-ideals in BCI−algebras, Southeast Asian Bulletin 24 (2002) 243-253. [25] Y.B.Jun and S.M.Hong, On imaginable T -fuzzy subalgebras and T -fuzzy closed ideals in BCH−algebras, IJMMS 27:5 (2001) 269-287 [26] C.Lele and S.Mourati, On n-fold quasi-Associative ideals in BCI−algebras, IJMMS 26:9 (2001) 525-537. [27] W.A.Dudek, Fuzzy quasigroups, Quasigroups Related Systems 6 (1999), 87-98. [28] Y.B.Jun and c.lele, Fuzzy point BCK/BCI-algebras, International J.Pure and Appl.Math 1 (2002) 33-39. [29] W.A.Dudek and Y.B.Jun, Quasi p-ideals of quasi BCIalgebras, Quasigroups and Related Systems 11 (2004) 2538. [30] K.Iseki, An algebra related with a propositional calculus, Proc.Japon.Acad.42 (1966) 352-366.

154

References

[31] C.Lele, C.Wu, P.Weke, T.Mamadou and G.E.Njock, Fuzzy ideals and weak ideals in BCK-algebras, Sci.Math. 24(2001) 323-336. [32] Zhan, Jianming; Tan, Zhisong Q-fuzzy dot subalgebras of BCK/BCI−algebras, Far East J.Math.Sci. (FJMS) 8 (2003) 11–20. [33] K. Hur, H.W. Kang and J. H. Ryou, Intuitionistic fuzzy generalized bi−ideals of a seimgroup, International Math. Forum, 2 (2006), No.6, 257-274. [34] E.H.Roh and K.H.Kim and J.G.Lee, Intuitionistic Qfuzzy subalgebras of BCK/BCI−algebras, Math Fourm , 1 (2006) no.24 , 1167-1176. [35] K.H.Yon and K.H.Kim, On intuitionistic fuzzy filters and ideals of lattices, Far East J.Math.Sci (FJMS) 3 (1999) 429-442. [36] M.Akram and K.H.Dar, Fuzzy associative P -ideals of ISalgebras with t−norm, Annal of University of Craiova, Math.comp.sci.ser 33 (2006) 8-16. [37] Zhan, Jianming; Tan, Zhisong, Characterizations of doubt fuzzy H-ideals in BCK−algebras, Soochow J.Math. 29 (2003), no.3, 293–298. [38] Zhan, Jianming; Tan, Zhisong, T -fuzzy multiply positive implicative BCC−ideals of BCC-algebras, Int.J.Math.Math.Sci.

References

155

2003, no.42, 2653–2665. [39] G.Georescu and Iogulescu, Pseudo-BCK-algebra, an extension of BCK-algebra, combinatories, computability and logic, 94-114, Springer ser, Discrete Math.heor.Comput.Sci, Springer, London, 2001. [40] Y.B.Jun ,M.Kondo and H. Kim, Pseudo-ideals of pseudoBCK algebras, Sci. Math. Jpn.58 (2003) 93-97. [41] Y.B.Jun and S.Z.Song, Fuzzy pseudo-ideals of pseudoBCK algebras, J.Appl.Math and Computing vol.3 (2003), No.1-2, 243-250. [42] Y.B.Jun, H.S.Kim and J.Neggres On pseudo-BCI ideals of pseudo-BCI algebras, Math. Venik. 58 (2006) 39-46. [43] W.A.Dudek and Y.B.Jun, On pseudo-BCI algebras, (Submitted). [44] Y.B.Jun, Characterizations of pseudo-BCK algebras, Sci.Math.Jpn 57 (2003) 265-270. [45] Y.B.Jun and H.S.Kim, On fuzzy b−algebras, Czechoslovak Math.J. 52 (2002) 375-385. [45] J.Meng and Xiu Guo,on fuzzy ideals in BCK/BCI-algebras, (In press).