Isotone Fuzzy Concept-Forming Operators in Formal Concept Analysis – Mgr. Jan KONEČNÝ
Mgr. Jan KONEČNÝ
Doctoral thesis
Isotone Fuzzy Concept-Forming Operators in Formal Concept Analysis
Closure and Interior Structures in Relational Data Analysis and Their Morphisms
Abstract:
We study relationships between compositions of fuzzy relations (for- mal fuzzy contexts) and morphisms of the structures (concept lat- tices) associated to the fuzzy relations. In particular, we study concept lattices of both, isotone and antitone concept-forming operators which are associated to the fuzzy relations. The presented theory brings new results on characterization, reduction, and similarity …moreAbstract:
We study relationships between compositions of fuzzy relations (for- mal fuzzy contexts) and morphisms of the structures (concept lat- tices) associated to the fuzzy relations. In particular, we study concept lattices of both, isotone and antitone concept-forming operators which are associated to the fuzzy relations. The presented theory brings new results on characterization, reduction, and similarity …more
Language used: English
Date on which the thesis was submitted / produced: 11. 7. 2012
Accessible from:: 11. 7. 2012
Thesis defence
Citation record
ISO 690-compliant citation record:
KONEČNÝ, Jan. \textit{Isotone Fuzzy Concept-Forming Operators in Formal Concept Analysis}. Online. Doctoral theses, Dissertations. Olomouc: Palacký University Olomouc, Faculty of Science. 2012. Available from: https://theses.cz/id/6dmqbs/.
The right form of listing the thesis as a source quoted
KONEČNÝ, Jan. Isotone Fuzzy Concept-Forming Operators in Formal Concept Analysis. Olomouc, 2012. disertační práce (Ph.D.). UNIVERZITA PALACKÉHO V OLOMOUCI. Přírodovědecká fakulta
Full text of thesis
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Published in Theses:- Soubory jsou od 11. 7. 2012 dostupné: světu
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Institution archiving the thesis and making it accessible: UNIVERZITA PALACKÉHO V OLOMOUCI, Přírodovědecká fakultaPALACKÝ UNIVERSITY IN OLOMOUC
Faculty of ScienceDoctoral programme / field:
Computer Science / Computer Science
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