General related jensen type inequalities for fuzzy integrals

In this paper, related inequalities to Jensen type inequality for the seminormed fuzzy integrals are studied. Several examples are given to illustrate the validity of theorems. Some results on Jensen type inequalities are obtained.Publisher's Versio

Investigation of a Stolarsky type Inequality for Integrals in Pseudo-Analysis

MSC 2010: 03E72, 26E50, 28E10In this paper, we prove a Stolarsky type inequality for pseudo-integrals

Fuzzy ϕψ-continuous functions between L-topological spaces (I),

Abstract In this paper, by means of operations (is called in we shall define ϕψ-continuity between two L-fuzzy quasi-uniform spaces. We shall prove that ϕψ-continuity between two L-fuzzy quasi-uniformity induces ϕψ-continuity between L-fuzzy topology generated by them. We shall investigate some Theorems on L-fuzzy uniform spaces. 2000 Mathematics Subject Classification:54A40, 03E7

Results of the Chebyshev type inequality for Pseudo-integral

In this paper, some results of the Chebyshev type integral inequality for the pseudo-integral are proven. The obtained results, are related to the measure of a level set of the maximum and the sum of two non-negative integrable functions. Finally, we applied our results  to the case of comonotone functions