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Author ID: murinova.petra Recent zbMATH articles by "Murinová, Petra"
Published as: Murinová, Petra
Documents Indexed: 21 Publications since 2004
Co-Authors: 5 Co-Authors with 18 Joint Publications
47 Co-Co-Authors

Citations contained in zbMATH Open

14 Publications have been cited 102 times in 50 Documents Cited by Year
Analysis of generalized square of opposition with intermediate quantifiers. Zbl 1315.03038
Murinová, Petra; Novák, Vilém
28
2014
A formal theory of generalized intermediate syllogisms. Zbl 1250.03046
Murinová, Petra; Novák, Vilém
23
2012
The structure of generalized intermediate syllogisms. Zbl 1334.03024
Murinová, Petra; Novák, Vilém
10
2014
Syllogisms and 5-square of opposition with intermediate quantifiers in fuzzy natural logic. Zbl 1396.03061
Murinová, Petra; Novák, Vilém
9
2016
Omitting types in fuzzy logic with evaluated syntax. Zbl 1100.03012
Murinová, Petra; Novák, Vilém
8
2006
The theory of intermediate quantifiers in fuzzy natural logic revisited and the model of “many”. Zbl 1452.03069
Murinová, Petra; Novák, Vilém
6
2020
Graded generalized hexagon in fuzzy natural logic. Zbl 1455.03029
Murinová, Petra; Novák, Vilém
5
2016
Graded structures of opposition in fuzzy natural logic. Zbl 1497.68461
Murinová, Petra
3
2020
On general properties of intermediate quantifiers. Zbl 1418.03123
Novák, Vilém; Murinová, Petra
3
2014
Graded polygons of opposition in fuzzy formal concept analysis. Zbl 1519.68259
Boffa, Stefania; Murinová, Petra; Novák, Vilém
2
2021
Graded decagon of opposition with fuzzy quantifier-based concept-forming operators. Zbl 1512.68316
Boffa, Stefania; Murinová, Petra; Novák, Vilém
2
2020
Intermediate syllogisms in fuzzy natural logic. Zbl 1356.03068
Murinová, Petra; Novák, Vilém
1
2016
Formal analysis of Peterson’s rules for checking validity of syllogisms with intermediate quantifiers. Zbl 07611309
Novák, Vilém; Murinová, Petra; Ferbas, Petr
1
2022
Fuzzy association rules on data with undefined values. Zbl 1512.68305
Murinová, Petra; Pavliska, Viktor; Burda, Michal
1
2018
Formal analysis of Peterson’s rules for checking validity of syllogisms with intermediate quantifiers. Zbl 07611309
Novák, Vilém; Murinová, Petra; Ferbas, Petr
1
2022
Graded polygons of opposition in fuzzy formal concept analysis. Zbl 1519.68259
Boffa, Stefania; Murinová, Petra; Novák, Vilém
2
2021
The theory of intermediate quantifiers in fuzzy natural logic revisited and the model of “many”. Zbl 1452.03069
Murinová, Petra; Novák, Vilém
6
2020
Graded structures of opposition in fuzzy natural logic. Zbl 1497.68461
Murinová, Petra
3
2020
Graded decagon of opposition with fuzzy quantifier-based concept-forming operators. Zbl 1512.68316
Boffa, Stefania; Murinová, Petra; Novák, Vilém
2
2020
Fuzzy association rules on data with undefined values. Zbl 1512.68305
Murinová, Petra; Pavliska, Viktor; Burda, Michal
1
2018
Syllogisms and 5-square of opposition with intermediate quantifiers in fuzzy natural logic. Zbl 1396.03061
Murinová, Petra; Novák, Vilém
9
2016
Graded generalized hexagon in fuzzy natural logic. Zbl 1455.03029
Murinová, Petra; Novák, Vilém
5
2016
Intermediate syllogisms in fuzzy natural logic. Zbl 1356.03068
Murinová, Petra; Novák, Vilém
1
2016
Analysis of generalized square of opposition with intermediate quantifiers. Zbl 1315.03038
Murinová, Petra; Novák, Vilém
28
2014
The structure of generalized intermediate syllogisms. Zbl 1334.03024
Murinová, Petra; Novák, Vilém
10
2014
On general properties of intermediate quantifiers. Zbl 1418.03123
Novák, Vilém; Murinová, Petra
3
2014
A formal theory of generalized intermediate syllogisms. Zbl 1250.03046
Murinová, Petra; Novák, Vilém
23
2012
Omitting types in fuzzy logic with evaluated syntax. Zbl 1100.03012
Murinová, Petra; Novák, Vilém
8
2006

Citations by Year