Elsevier...taylor and francis

Salam,

In maghalaat ro man ehtiaaj daram:
1-S. Gottwald, Set theory for fuzzy sets of higher level, Fuzzy Sets and Systems 2 (2) (1979) 125–151.

2-R.R. Yager, A characterization of extension principle, Fuzzy Sets and Systems 18 (1986), 205–217.
3- M.J. Wierman, Total extension of set functions and relations, Proc. Annual MeetingNAFIPS, NewYork, 1997, pp. 292–294.
4- M.J. Wierman, Extending set functions and relations, Int’l J. of General Systems 26 (1997), 91–96.
5-H.T. Nguyen, A note on the extension principle for the fuzzy sets, J. Math. Anal. Applications 64 (1978), 369–380.
6-R. Lowen, Fuzzy topological spaces and fuzzy compactness, J. Math. Anal. Applications 56 (1976), 621–633.
7-H. Prade, Compatibilite, qualification, modification, niveau de precision, Busefal, No. 4 (automne 1980) 71-78.
8- E. Sanchez, Resolution of composite fuzzy relation equations, Inform. Control 30 (1976) 38-48.
9-D. Dubois and H. Prade, Evidence measures based on fuzzy information, Automatica 21 (1985) 547-562.


maghaleye sevvom ehtemalan peyda nashe chun ye conferanse ghadimie amma agar be jaash maghaleye 4 peyda beshe kaafie ke maale taylor & francis hast

marja'e 7 ham momkene peyda shodani nabashe chun maale ye bulletin hast ke az 1984 be badesh raaygan ru net hast
baghie az ELSEVIER hastand...

ba tashakkor

1.
http://mihd.net/uymqcva
2.
http://mihd.net/u4mf7zr
4.
http://rapidshare.com/files/141549074/23.pdf.html
9.
http://rapidshare.com/files/141551019/24.pdf.html

Salam

mamnun az lotfetun

baghieye maghale ha az elsevier hastand...
har kas dastresi be journal of mathematical analysis applications dare mitune 2 ta ro be man bede va harkas dastresi be automatica dare yeki digaro...busefal ro ham nemidunam shayad jaai beshe peyda kard

Salam

Dar zemn be bande lotf mikonid agar esmo moshakhasate khodetuno (inke az che daneshgaahi hastin masalan ya che affiliation i darid) be bande bedin ta az shoma dar acknowledgement e maghalei ke in maraje be takmilesh komak mikonand az shoma ghadr daani bokonam. mamnun misham

mamnun az lotfetun va ta hamin hala kolli be man komak kardin
amma maghaleye 9 (ba shomareye shoma 4) chand safhash be tarze ajibi sefide...daghighan safheye 15 ke appendix hast va man mikhaaam!!
maghaleye 22 ham ke ru MIHD gozashtin download nemishe..0 byte... agar tunestin reuploadesh konin
omidvaram baghiasho ham betunam peyda konam