Fuzzy Measure Theory Article Index for
Fuzzy
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Fuzzy
 

Information About

Fuzzy Measure Theory





AXIOMS

Fuzzy measure can be considered as generalization of the classical probability measure. A fuzzy measure g over a set '''X''' (the universe of discourse with the subsets '''E''', '''F'''...) satisfies the following conditions when '''X''' is finite:

1. when E is an empty set then
g(E)=0.

2.
g(X)=1.

3. when E is a '''subset''' of '''F''',
then g(E).


SEE ALSO



EXTERNAL LINKS

  • http://pami.uwaterloo.ca/tizhoosh/measure.htm



REFERENCES

  • Wang, Zhenyuan, and Klir, George J., ''Fuzzy Measure Theory'', Plenum Press, New York, 1991.