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:	Continuous L-fuzzy relations in L-fuzzy topological spaces
Citace	Močkoř, J. Continuous L-fuzzy relations in L-fuzzy topological spaces. In: INFUS 2024: 6th International Conference on Intelligent and Fuzzy Systems: Intelligent and Fuzzy Systems: Intelligent Industrial Informatics and Efficient Networks 2024-07-16 Çanakkale, Turecko. Cham: Springer, 2024. s. 540-546. ISBN 978-3-031-67192-0.

Subtitle
Publication year:	2024
Obor:	Obecná matematika
Number of pages:	7
Page from:	540
Page to:	546
Form of publication:	Elektronická verze
ISBN code:	978-3-031-67192-0
ISSN code:	2367-3370
Proceedings title:	Intelligent and Fuzzy Systems: Intelligent Industrial Informatics and Efficient Networks
Proceedings:	Mezinárodní
Publisher name:	Springer
Place of publishing:	Cham
Country of Publication:	Sborník vydaný v zahraničí
Název konference:	INFUS 2024: 6th International Conference on Intelligent and Fuzzy Systems
Conference venue:	Çanakkale, Turecko
Datum zahájení konference:
Typ akce podle státní příslušnosti účastníků:	Evropská akce
WoS code:	001329233600060
EID:	2-s2.0-85203190088

Key words in English:	Chang fuzzy topological spaces; continuous fuzzy relation; approximation spaces; fuzzy partitions.
Annotation in original language:	The notion of a continuous MV-valued fuzzy relation in Chang topological fuzzy space is defined, and the category Top of these spaces with continuous fuzzy relations as morphisms is presented. Equivalent conditions are presented for the fuzzy relation between two fuzzy topological structures to be continuous. Two special subcategories of Top are introduced, based on the category of fuzzy approximation spaces and the category of fuzzy partitions, both with fuzzy relations as morphisms.
Annotation in english language:

References

Reference

R01:	RIV/61988987:17610/24:A2502NG7

Complementary Content

${loading}