학술저널
FUZZY LINEARITY OF THE FUZZY INTEGRAL
- 충청수학회
- Journal of the Chungcheong Mathematical Society
- Volume 12, No. 1
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1999.0863 - 72 (10 pages)
- 0
We introduce a concept of fuzzy linearity: A function F : L⁰(X) → ℝ is fuzzy linear if F [(a ᐱ f) ᐯ (b ᐱ g)] = [a ᐱ F(f)] ᐯ [b ᐱ F(g)] for f, g ∊ L⁰(X) and a, b > 0. We show that a fuzzy integral is fuzzy linear if the measure is fuzzy c-additive.
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