On abstract homogeneous interval-valued functions

10/12/2022
by   Ana Shirley Monteiro, et al.
0

In this paper we develop the idea of abstract homogeneity in the context of interval-valued (IV) functions endowed with admissible orders. We investigate some of its properties and the notion of self-homogeneity. We show how this framework behaves with respect to some fuzzy connectives. We show that some properties of the usual notions of min and max are not more available when we deal with admissible orders. Keywords: Interval-Valued Functions; Abstract Homogeneity; Monotonicity.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
10/11/2022

On Monotonicities of Interval Valued Functions

In this paper we introduce the notion of conditional monotonicity and fr...
research
10/20/2016

Generalized Interval-valued OWA Operators with Interval Weights Derived from Interval-valued Overlap Functions

In this work we extend to the interval-valued setting the notion of an o...
research
05/07/2019

Interval Valued Trapezoidal Neutrosophic Set for Prioritization of Non-functional Requirements

This paper discusses the trapezoidal fuzzy number(TrFN); Interval-valued...
research
11/19/2020

Interval-valued aggregation functions based on moderate deviations applied to Motor-Imagery-Based Brain Computer Interface

In this work we study the use of moderate deviation functions to measure...
research
08/31/2022

Interpolation of Set-Valued Functions

Given a finite number of samples of a continuous set-valued function F, ...
research
01/09/2019

An interval-valued GARCH model for range-measured return processes

Range-measured return contains more information than the traditional sca...

Please sign up or login with your details

Forgot password? Click here to reset