| 2025 | EUSFLAT | Verification of Validity of Generalized Logical Syllogisms Applying the Contraposition. | Karel Fiala, Petra Murinov |
| 2025 | EUSFLAT | Verification of Validity of Logical Syllogisms Generated by Cube of Opposition Using Extended Peterson's Rules. | Petra Murinov, Vilm Novk |
| 2025 | IJCCI | Linguistic Interpretation of Natural Data Using Intermediate Quantifiers Relate to Graded Cube of Opposition. | Petra Murinov, Karel Fiala |
| 2023 | EUSFLAT | Logical Relations Between T-Scaling Quantifiers and Their Implications in Fuzzy Relational Concept Analysis. | Stefania Boffa, Petra Murinov |
| 2023 | EUSFLAT | Analysis of the Number of Valid Peterson's Syllogisms. | Karel Fiala, Petra Murinov |
| 2023 | EUSFLAT | From Graded Aristotle's Hexagon to Graded Peterson's Hexagon of Opposition in Fuzzy Natural Logic. | Petra Murinov, Stefania Boffa |
| 2023 | EUSFLAT | Verifying Validity of Selected Forms of Syllogisms with Intermediate Quantifiers Using Peterson's Rules. | Petra Murinov, Vilm Novk |
| 2022 | IPMU | Comparing Hexagons of Opposition in Probabilistic Rough Set Theory. | Stefania Boffa, Davide Ciucci, Petra Murinov |
| 2022 | IPMU | Modelling of Fuzzy Peterson's Syllogisms Related to Graded Peterson's Cube of Opposition. | Karel Fiala, Petra Murinov |
| 2022 | IPMU | On Modeling of Fuzzy Peterson's Syllogisms Using Peterson's Rules. | Petra Murinov, Vilm Novk |
| 2022 | IPMU | Analysis of Peterson's Rules for Syllogisms with Intermediate Quantifiers. | Vilm Novk, Petra Murinov |
| 2021 | EUSFLAT | On Modelling of Generalized Peterson's Syllogisms with More Premises. | Karel Fiala, Veronika Cervenov, Petra Murinov |
| 2021 | EUSFLAT | An Overview of Graded Structures of Opposition with Intermediate Quantifiers. | Petra Murinov |
| 2021 | EUSFLAT | Generalized Peterson's Syllogisms with the Quantifier "At Least Several (A Few; A Little)". | Petra Murinov, Vilm Novk |
| 2021 | EUSFLAT | Generalized Peterson's Rules in Fuzzy Natural Logic. | Petra Murinov, Viktor Pavliska, Michal Burda |
| 2020 | IPMU | Graded Decagon of Opposition with Fuzzy Quantifier-Based Concept-Forming Operators. | Stefania Boffa, Petra Murinov, Vilm Novk |
| 2020 | IPMU | Graded Cube of Opposition with Intermediate Quantifiers in Fuzzy Natural Logic. | Petra Murinov, Vilm Novk |
| 2020 | IPMU | On the Properties of Intermediate Quantifiers and the Quantifier "MORE-THAN". | Vilm Novk, Petra Murinov, Stefania Boffa |
| 2019 | IFSA | On Modeling of Generalized Syllogisms with Intermediate Quantifiers. | Petra Murinov |
| 2019 | IFSA | A Formal Model of the Intermediate Quantifiers "A Few", "Several" and "A Little". | Vilm Novk, Petra Murinov |
| 2018 | IPMU | Fuzzy Association Rules on Data with Undefined Values. | Petra Murinov, Viktor Pavliska, Michal Burda |
| 2018 | MDAI | Association Analysis on Interval-Valued Fuzzy Sets. | Petra Murinov, Viktor Pavliska, Michal Burda |
| 2017 | EUSFLAT | An Algorithm for Intermediate Quantifiers and the Graded Square of Opposition Towards Linguistic Description of Data. | Petra Murinov, Michal Burda, Viktor Pavliska |
| 2017 | EUSFLAT | Undefined Values in Fuzzy Logic. | Petra Murinov, Michal Burda, Viktor Pavliska |
| 2016 | IPMU | Graded Generalized Hexagon in Fuzzy Natural Logic. | Petra Murinov, Vilm Novk |
| 2015 | EUSFLAT | Analysis of the intermediate quantifier "Many" in fuzzy natural logic. | Petra Murinov, Vilm Novk |
| 2014 | IPMU | On General Properties of Intermediate Quantifiers. | Vilm Novk, Petra Murinov |
| 2013 | EUSFLAT | The analysis of the generalized square of opposition. | Petra Murinov, Vilm Novk |
| 2013 | FQAS | Semantic Interpretation of Intermediate Quantifiers and Their Syllogisms. | Petra Murinov, Vilm Novk |
| 2005 | EUSFLAT | Constructions of Models in Fuzzy Logic with Evaluated Syntax. | Petra Murinov |