An Extended Analytical Approach to Evaluating Monotonic Functions of Fuzzy Numbers

Arthur Seibel; Josef Schlattmann

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An Extended Analytical Approach to Evaluating Monotonic Functions of Fuzzy Numbers

机译：评估模糊数单调函数的扩展解析方法

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摘要

This paper presents an extended analytical approach to evaluating continuous, monotonic functions of independent fuzzy numbers. The approach is based on a parametric α-cut representation of fuzzy numbers and allows for the inclusion of parameter uncertainties into mathematical models.

机译：本文提出了一种扩展的分析方法，用于评估独立模糊数的连续，单调函数。该方法基于模糊数的参数α割表示，并允许将参数不确定性包含在数学模型中。

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来源
《Advances in fuzzy systems》 |2014年第2014期|892363.1-892363.9|共9页
作者
Arthur Seibel; Josef Schlattmann;
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作者单位

Workgroup on System Technologies and Engineering Design Methodology, Hamburg University of Technology, 21073 Hamburg, Germany;

Workgroup on System Technologies and Engineering Design Methodology, Hamburg University of Technology, 21073 Hamburg, Germany;

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正文语种 eng
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1. An Extended Analytical Approach to Evaluating Monotonic Functions of Fuzzy Numbers [J] . ArthurSeibel, JosefSchlattmann Advances in fuzzy systems . 2014,第5期

机译：评估模糊数单调函数的扩展解析方法
2. An Analytical Approach to Evaluating Nonmonotonic Functions of Fuzzy Numbers [J] . ArthurSeibel, JosefSchlattmann Advances in fuzzy systems . 2015,第7期

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3. An Analytical Approach to Evaluating Nonmonotonic Functions of Fuzzy Numbers [J] . Arthur Seibel, Josef Schlattmann Advances in fuzzy systems . 2015,第期

机译：模糊数的非单调函数的解析方法
4. An analytical approach to evaluating monotonic functions of fuzzy numbers [C] . Arthur Seibel, Josef Schlattmann Conference of the European Society for Fuzzy Logic and Technology . 2013

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An Extended Analytical Approach to Evaluating Monotonic Functions of Fuzzy Numbers

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