Computing Reviews
Today's Issue Hot Topics Search Browse Recommended My Account Log In
Review Help
On the notion of concept I
Freund M.  Artificial Intelligence 172 (4-5): 570-590, 2008. Type: Article
Date Reviewed: Jun 9 2008

Fuzzy concepts vary their boundaries in different contexts and conditions. This interesting paper looks at less-explored aspects of fuzzy concepts in continuums. This notion of continuous propositions, such as “to-be-an-adult,” is what distinguishes this paper’s work from traditional work on fuzzy sets, and what links this work to type-II fuzzy logic. There are, however, few explicit links to type-II fuzzy logic, and very few references to fuzzy logic at all. The reason may be that the paper focuses on conceptualization and categorization, and is motivated by type theory.

Beyond the short introduction, which attempts to justify the reported work, the paper is a mathematical description of how different concepts can be defined using the continuum representation. The author defines sharp concepts, which almost takes us back to basic set theory, and vague concepts, which are almost continuous fuzzy sets. Freund also introduces compound concepts, providing a synthetic operator to concatenate concepts together, leading to linguistic representation.

The paper fails to live up to its title: the concept I, which often leads to a discussion of self referencing, is not discussed explicitly. The use of type theory provides some justification; nonetheless, a cognitive scientist will be disappointed. Also, the paper fails to provide clear links to existing work in the area, and fails to explain how the method described compares to and contrasts with existing techniques. The short list of references is another minor weakness.

Reviewer:  Aladdin Ayesh Review #: CR135690 (0904-0381)
Bookmark and Share
Uncertainty, “Fuzzy,” And Probabilistic Reasoning (I.2.3 ... )
Geometrical Problems And Computations (F.2.2 ... )
Would you recommend this review?
Other reviews under "Uncertainty, “Fuzzy,” And Probabilistic Reasoning": Date
 On the logos: a na├»ve view on ordinary reasoning and fuzzy logic
Trillas E.,  Springer International Publishing, New York, NY, 2017. 213 pp. Type: Book (978-3-319560-52-6)
Apr 9 2018
Reasoning about uncertainty (2nd ed.)
Halpern J.,  The MIT Press, Cambridge, MA, 2017. 504 pp. Type: Book (978-0-262533-80-5)
Oct 25 2017
 A case-based reasoning system based on weighted heterogeneous value distance metric for breast cancer diagnosis
Gu D., Liang C., Zhao H.  Artificial Intelligence in Medicine 77 31-47, 2017. Type: Article
Aug 3 2017

E-Mail This Printer-Friendly
Send Your Comments
Contact Us
Reproduction in whole or in part without permission is prohibited.   Copyright © 2000-2022 ThinkLoud, Inc.
Terms of Use
| Privacy Policy