A note on absolute continuity for the interval-valued measures based on pseudo-integral of interval-valued function

机译：基于间隔值函数伪积分的间隔措施绝对连续性的说明

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Interval-valued functions and integration of interval-valued functions are important mathematical tools that play a crucial role in several practical areas, e.g., mathematical economics. This paper is focused on interval-valued measures based on pseudo-integration of interval-valued function. Some important characteristics of this type of measures, such as absolute continuity of type I and type VI, are investigated.

机译：间隔值的函数和间隔函数的集成是重要的数学工具，其在几个实际区域中发挥着至关重要的作用，例如数学经济学。本文专注于基于间隔值函数的伪集成的间隔值措施。研究了这种措施的一些重要特征，例如I型和vi型的绝对连续性。

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《International Symposium on Intelligent Systems and Informatics》|2009年||共6页
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Ivana Stajner-Papuga; Tatjana Grbic; Mirjana Strboja;
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中图分类 TP18-53;
关键词
Pseudo-operations; Pseudo-integral; Set-valued functions; Interval-valued functions; Absolute continuity;

机译：伪操作;伪积分;设定值;间隔函数;绝对连续性;

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4. A note on absolute continuity for the interval-valued measures based on pseudo-integral of interval-valued function [C] . Ivana Stajner-Papuga, Tatjana Grbic, Mirjana Strboja International Symposium on Intelligent Systems and Informatics . 2009

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5. The Econometric Analysis of Interval-valued Data and Adaptive Regression Splines. [D] . Lin, Wei. 2013

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A note on absolute continuity for the interval-valued measures based on pseudo-integral of interval-valued function

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