On A Generalization of Concavity by Some Aggregation Functions
Use this link to cite this item : https://ir.lib.hiroshima-u.ac.jp/00028452
| ID | 28452 |
| file | |
| creator |
Kon, Masamichi
Kuwano, Hiroaki
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| NDC |
Technology. Engineering
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| abstract | In this paper, we discuss the generalization of concavity on the subclass of the set of all membership functions, each function belonging to the subclass characterizes one convex fuzzy set respectively. The generalization is based on conjunctive aggregation functions. And the properties are investigated.
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| journal title |
5th International Workshop on Computational Intelligence & Applications Proceedings : IWCIA 2009
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| start page | 274
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| end page | 277
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| date of issued | 2009-11
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| publisher | IEEE SMC Hiroshima Chapter
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| issn | 1883-3977
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| language |
eng
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| nii type |
Conference Paper
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| HU type |
Conference Papers
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| DCMI type | text
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| format | application/pdf
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| text version | publisher
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| rights | (c) Copyright by IEEE SMC Hiroshima Chapter.
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| relation url | |
| department |
Graduate School of Engineering
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