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Milan Petrík

Petrik (at) cs (dot) cas (dot) cz. M Navara, M. Petrík, and P. Sarkoci. Explicit formulas for generators of triangular norms. M Petrík and P. Sarkoci. Zero-reconstructible triangular norms as universal approximators. M Petrík. Convex combinations of strict triangular norms. Soft Computing - A Fusion of Foundations, Methodologies and Applications. 30(7):661-677, June 2009. DOI: 10.1088/0967-3334/30/7/010. M Petrík and P. Sarkoci. Convex combinations of nilpotent triangular norms. 56(3):268-288, June 2007.

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Milan Petrík | petrik.freeshell.org Reviews

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Petrik (at) cs (dot) cas (dot) cz. M Navara, M. Petrík, and P. Sarkoci. Explicit formulas for generators of triangular norms. M Petrík and P. Sarkoci. Zero-reconstructible triangular norms as universal approximators. M Petrík. Convex combinations of strict triangular norms. Soft Computing - A Fusion of Foundations, Methodologies and Applications. 30(7):661-677, June 2009. DOI: 10.1088/0967-3334/30/7/010. M Petrík and P. Sarkoci. Convex combinations of nilpotent triangular norms. 56(3):268-288, June 2007.

<META> KEYWORDS

1 milan petrík

2 publications in journals

3 publicationes mathematicae debrecen

4 accepted

5 neural network world

6 physiological measurement

7 mathematical logic quarterly

8 thesis

9 abstract

10 download

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Milan Petrík | petrik.freeshell.org Reviews

https://petrik.freeshell.org

Petrik (at) cs (dot) cas (dot) cz. M Navara, M. Petrík, and P. Sarkoci. Explicit formulas for generators of triangular norms. M Petrík and P. Sarkoci. Zero-reconstructible triangular norms as universal approximators. M Petrík. Convex combinations of strict triangular norms. Soft Computing - A Fusion of Foundations, Methodologies and Applications. 30(7):661-677, June 2009. DOI: 10.1088/0967-3334/30/7/010. M Petrík and P. Sarkoci. Convex combinations of nilpotent triangular norms. 56(3):268-288, June 2007.

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Milan Petrík

http://petrik.freeshell.org/conferences.html

Publications of Milan Petrík. M Petrík. Properties of Fuzzy Logical Operations. In D Kuželová, editor, Doktorandské dny 2009 Ústavu informatiky AV ČR, v. v. i. Pages 89-96, Jizerka, Czech Republic, September 2009. M Petrík and P. Sarkoci. Associativity of triangular norms in light of web geometry. Pages 595-599, Lisbon, Portugal, July 2009. CD. (Best student paper award). M Petrík and P. Sarkoci. Differential properties of strict triangular norms along zero. Page 18, Malenovice, Czech Republic, May 2009.

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Milan Petrík

http://petrik.freeshell.org/absphd.html

Properties of fuzzy logical operations. Both main parts of the thesis contribute to this open problem by giving partial answers. The first part, studying the web geometrical approach to t-norms, gives an answer for all nilpotent t-norms. The second part presents several new ideas on the problem of convex combinations of strict t-norms. Triangular norm, web geometry, generator reconstruction, convex combination, Reidemeister closure condition, fuzzy logic.

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Milan Petrík

http://petrik.freeshell.org/absmsc.html

Design of Many-Valued Logical Circuits. Fuzzy logic, many-valued logic, sufficient set of logical connectives, optimized disjunctive normal forms, optimized conjunctive normal forms, Svoboda maps, Veitch maps, Marquand maps, Karnaugh maps, Quine-McCluskey algorithm, fuzzy hardware, many-valued circuit design, many-valued flip-flop, many-valued memory circuits.

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Logic, Algebra and Truth Degrees 2010

http://www.mathfuzzlog.org/latd2010

Logic, Algebra and Truth Degrees 2010. Second conference of the working group on Mathematical Fuzzy Logic. 7-11 September 2010, Prague, Czech Republic. The conference Logic, Algebra and Truth Degrees 2010 was held on 7-11 September 2010 in Prague, the Czech Republic. Logic, Algebra and Truth Degrees was the second official meeting of the EUSFLAT Working Group on Mathematical Fuzzy Logic. The featured topics included, but were not limited to, the following:. Proof systems for fuzzy logics. Foundations of ...

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Petrik (at) cs (dot) cas (dot) cz. M Navara, M. Petrík, and P. Sarkoci. Explicit formulas for generators of triangular norms. M Petrík and P. Sarkoci. Zero-reconstructible triangular norms as universal approximators. M Petrík. Convex combinations of strict triangular norms. Soft Computing - A Fusion of Foundations, Methodologies and Applications. 30(7):661-677, June 2009. DOI: 10.1088/0967-3334/30/7/010. M Petrík and P. Sarkoci. Convex combinations of nilpotent triangular norms. 56(3):268-288, June 2007.

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