Currently displaying 1 – 5 of 5

Showing per page

Order by Relevance | Title | Year of publication

Mathematical aspects of the theory of measures of fuzziness.

Doretta Vivona — 1996

Mathware and Soft Computing

After recalling the axiomatic concept of fuzziness measure, we define some fuzziness measures through Sugeno's and Choquet's integral. In particular, for the so-called homogeneous fuzziness measures we prove two representation theorems by means of the above integrals.

Entropy of T -sums and T -products of L - R fuzzy numbers

Anna KolesárováDoretta Vivona — 2001


In the paper the entropy of L R fuzzy numbers is studied. It is shown that for a given norm function, the computation of the entropy of L R fuzzy numbers reduces to using a simple formula which depends only on the spreads and shape functions of incoming numbers. In detail the entropy of T M –sums and T M –products of L R fuzzy numbers is investigated. It is shown that the resulting entropy can be computed only by means of the entropy of incoming fuzzy numbers or by means of their parameters without the...

Page 1

Download Results (CSV)