Publ3 search

Z6_60GI02O0O8IDC0QEJUJ26TJDI4

Error:

Javascript is disabled in this browser. This page requires Javascript. Modify your browser's settings to allow Javascript to execute. See your browser's documentation for specific instructions.

Publikační činnost

Probíhá načítání, čekejte prosím...

Record type:	stať ve sborníku (D)
Home Department:	Ústav pro výzkum a aplikace fuzzy modelování (94410)
Title:	Fuzzy logic models in a category of sets with similarity relations
Citace	Močkoř, J. Fuzzy logic models in a category of sets with similarity relations. In: Proceedings of Czech-Japan Seminar on Fuzzy Systems and Inovational Computing. Fukuoka: Waseda University, 2006. Waseda University, 2006. s. 58-64.

Subtitle
Publication year:	2006
Obor:	Obecná matematika
Number of pages:	6
Page from:	58
Page to:	64
Form of publication:
ISBN code:
ISSN code:
Proceedings title:	Proceedings of Czech-Japan Seminar on Fuzzy Systems and Inovational Computing
Proceedings:	Mezinárodní
Publisher name:	Waseda University
Place of publishing:	Fukuoka
Country of Publication:	Sborník vydaný v zahraničí
Název konference:	Czech-Japan Seminar on Fuzzy Systems and Inovational Computing
Conference venue:	Fukuoka, Japonsko
Datum zahájení konference:
Typ akce podle státní příslušnosti účastníků:	Celosvětová akce
WoS code:
EID:

Key words in English:	fuzzy sets; similarity relation, fuzzy logic, models of fuzzy logic
Annotation in original language:	Let $\Omega$ be a complete residuated lattice. By $\Setf$ we denote a category of sets with similarity relations $(A,\delta)$ with values in $\Omega$. We then investigate an interpretation of a first order predicate fuzzy logic in a model based on objects of this category $\Setf$. Some properties of interpretation of formulas are proved.
Annotation in english language:	Let $\Omega$ be a complete residuated lattice. By $\Setf$ we denote a category of sets with similarity relations $(A,\delta)$ with values in $\Omega$. We then investigate an interpretation of a first order predicate fuzzy logic in a model based on objects of this category $\Setf$. Some properties of interpretation of formulas are proved.

References

Reference

R01:

Complementary Content

${loading}