Re: Help: fuzzy measure

Vesa Monisto (
Fri, 24 May 1996 15:30:23 +0200

Fuzzy measure = "a crisp pointer to a fuzziness of a measure".

In a paper (1985) L. Zadeh gave for the concept of "measure"
(in a context of weighted sigma-count) the following crisp pointers:

M. Sugeno: 'Fuzzy measures and fuzzy integrals: a survey, in:
Fuzzy Automata and Decision Processes' (North-Holland, Ansterdam 1977)

L. A. Zadeh: Probability measures of fuzzy events (J. Math. Anal. 1968)
(I've found this even in 'Fuzzy Sets and Applications, Selected Papers
by L.A. Zadeh', John Wiley & Sons, 1987)

E. P. Klement: 'An axiomatic theory of operations on fuzzy sets' (1981,
Institut fur Math., J. Kepler Univ. Linz, Institutbericht 159)

"When dealing with ambiguous data, desktop fuzzy-logic applications
deliver precise results". (Byte, April, 1993)