Multiconditional Approximate Reasoning with Continuous Piecewise Linear Membership Functions

Masoud Mohammadian; P.M. van den Broek

Multiconditional Approximate Reasoning with Continuous Piecewise Linear Membership Functions

Masoud Mohammadian (Editor), P.M. van den Broek

Research output: Contribution to conference › Paper › peer-review

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Abstract

It is shown that, for some intersection and implication functions, an exact and efficient algorithm exists for the computation of inference results in multiconditional approximate reasoning on domains which are finite intervals of the real numbers, when membership functions are restricted to functions which are continuous and piecewise linear. An implementation of the algorithm is given in the functional programming language Miranda.

Original language	Undefined
Pages	246-253
Number of pages	8
Publication status	Published - Aug 1999
Event	Computational Intelligence for Modelling, Control & Automation, CIMCA 1999 - Vienna, Austria Duration: 17 Feb 1999 → 19 Feb 1999

Conference

Conference	Computational Intelligence for Modelling, Control & Automation, CIMCA 1999
Period	17/02/99 → 19/02/99
Other	17-19 February 1999

Keywords

EWI-10083
IR-64087

Access to Document

Cite this

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title = "Multiconditional Approximate Reasoning with Continuous Piecewise Linear Membership Functions",

abstract = "It is shown that, for some intersection and implication functions, an exact and efficient algorithm exists for the computation of inference results in multiconditional approximate reasoning on domains which are finite intervals of the real numbers, when membership functions are restricted to functions which are continuous and piecewise linear. An implementation of the algorithm is given in the functional programming language Miranda.",

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author = "Masoud Mohammadian and {van den Broek}, P.M.",

year = "1999",

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AB - It is shown that, for some intersection and implication functions, an exact and efficient algorithm exists for the computation of inference results in multiconditional approximate reasoning on domains which are finite intervals of the real numbers, when membership functions are restricted to functions which are continuous and piecewise linear. An implementation of the algorithm is given in the functional programming language Miranda.

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ER -