Stolarsky Type Inequality for Sugeno Integrals on Fuzzy Convex Functions

Abstract

Recently, Flores-Franulič et al. [A note on fuzzy integral inequality of Stolarsky type, Applied Mathematics and Computation 208 (2008) 55-59] proved the Stolarsky’s inequality for the Sugeno integral on the special class of continuous and strictly monotone functions. This result can be generalized to a general class of fuzzy convex functions in this paper. We also give a fuzzy integral inequality based on addition. Some illustrated examples are given. Mathematics Subject Classification: 26E50

Cite this paper

@inproceedings{Hong2017StolarskyTI, title={Stolarsky Type Inequality for Sugeno Integrals on Fuzzy Convex Functions}, author={Dug Hun Hong}, year={2017} }