Re: FUzzy Diff Eqns Researchers


Subject: Re: FUzzy Diff Eqns Researchers
From: Phil Diamond (pmd@maths.uq.edu.au)
Date: Mon Mar 13 2000 - 07:43:47 MET


There has very recently been a new advance in Fuzzy DEs, a new
interpretation, that gives much richer behaviour than previously
thought possible. In the last of the Fuzzy Handbook Series**, there
is an article by Diamond & Kloeden which contains this - see also their
book "Metric Spaces of Fuzzy Sets" for the older theory. In the journal
"Fuzzy Sets and Systems" there are quite a few papers over the last
few years which extend the theory. See also P. Diamond and P. Watson,
"Applied Mathematics Letter" 13 (2000), 31--35 and references therein,
P. Diamond "IEEE Trans Fuzzy Systems" 7(6) (1999), 734--740,

** "Fundamentals of Fuzzy Sets", ed. D.Dubois & H.Prade. Actually the
first of the series, but the last to appear.

Cordially, Phil

>Hello
>i am a beginer in fuzzy diferential equations. can Anybody out there
>suggest me good references for carrying out research work in Fuzzy
>Differential Equations.thank you.

>D.Satyanarayana.
>FIT Box # 6116 2901, Albemarle St
>150,West Univ Blvd Village Green #B2
>Melbourne, Fl, USA-32901 Melbourne, FL, USA-32901
>Ph - (407) 674 - 7533 Ph - (407) - 676 - 1285

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