prof. dr hab. Vładimir Tomin

1. Kurhaluk, N., Tkachenko, H., Hetmański, T.,   Włodarkiewicz, A., Tomin, V., (2021) Profile of Heavy Metals and Antioxidant Defense in the Muscle Tissues of Pigeons (Columba livia f. urbana) from Anthropogenically Transformed Areas in the Pomeranian Region (Northern Poland). Archives Of Environmental Contamination And Toxicology 80, 601–614.
2. N.A. Nemkovich, H. Detert, A.N. Sobchuk, V. Tomin, T. Wróblewski, (2021) Solvatochromy and symmetry breaking in two quadrupolar oligophenylenevinylenes, Spectrochimica Acta Part A: Molecular and Biomolecular Spectroscopy 251, 119395.
3. Kurhaluk N, Tkachenko H, Hetmański T, Włodarkiewicz A, Tomin V. (2021) Profile of Heavy Metals and Antioxidant Defense in the Muscle Tissues of Pigeons (Columba livia f. urbana) from Anthropogenically Transformed Areas in the Pomeranian Region (Northern Poland). Archives of Environmental Contamination and Toxicology, 80(3):601-614.
4. Nemkovich, N. A., Detert, H., Sobchuk, A. N., Tomin, V. I., & Wróblewski, T. (2022). Polarity and strong sensitivity to external electric field in azacrown oligophenylenevinylene. Spectrochimica Acta Part A: Molecular and Biomolecular Spectroscopy, 271, 120824.
5. Tkachenko, H., Hetmański, T., Włodarkiewicz, A., Jarosiewicz, A., Tomin, V., Kamiński, P., & Kurhaluk, N. (2022). Ecophysiological characteristics of wintering mute swan population in anthropogenically modified environments. The European Zoological Journal, 89(1), 690–710.
6. Dubrovkin, J., Tomin, V., Bojarski, P., Serdiuk, I., Szumilas, J. (2023). Revealing hidden structure in time-resolved spectral matrices using multivariate analysis of the streak camera data, Chemometrics and Intelligent Laboratory Systems 239, 104875.
7. Kurhaluk, N., Tkachenko, H., Tomin, V., (2023) Invitro impact of a combination of red and infrared LEDs, infrared laser and magnetic field on biomarkers of oxidative stress and hemolysis of erythrocytes sampled from healthy individuals and diabetes patients, Journal of Photochemistry and Photobiology B: Biology 242, 112685.
8. Tkaczenko, H., Hetmański, T., Włodarkiewicz, A., Tomin, V., Kamiński, P., & Kurhaluk, N. (2023) Biomarkers of lipid and protein oxidation in the brain of pigeons columba livia f. Urbana inhabiting areas with various anthropopressure (northern poland). International Studies on Sparrows, 12.
9. Tkaczenko, H., Tomin, V., Osmólska, U., & Kurhaluk, N. (2024). In vitro effects of low-intensity infrared laser irradiation on oxidative stress biomarkers in blood samples from diabetes mellitus patients. Optics & Laser Technology, 169, 110116.
10. Tomin, V., & Wróblewski, T. (2025). ESIPT molecular probe FET: electric field effect on spectral properties. Journal of Luminescence, 121410.

Dr inż. Agnieszka Włodarkiewicz

1. Kurhaluk N, Tkachenko H, Hetmański T, Włodarkiewicz A, Tomin V. (2021) Profile of Heavy Metals and Antioxidant Defense in the Muscle Tissues of Pigeons (Columba livia f. urbana) from Anthropogenically Transformed Areas in the Pomeranian Region (Northern Poland). Archives of Environmental Contamination and Toxicology, 80(3):601-614.
2. Tkachenko, H., Hetmański, T., Włodarkiewicz, A., Jarosiewicz, A., Tomin, V., Kamiński, P., & Kurhaluk, N. (2022). Ecophysiological characteristics of wintering mute swan population in anthropogenically modified environments. The European Zoological Journal, 89(1), 690–710.
3. Tkaczenko, H., Hetmański, T., Włodarkiewicz, A., Tomin, V., Kamiński, P., & Kurhaluk, N. (2023) Biomarkers of lipid and protein oxidation in the brain of pigeons columba livia f. Urbana inhabiting areas with various anthropopressure (northern poland). International Studies on Sparrows, 12.
4. Wróblewski, T., Kamińska, A., & Włodarkiewicz, A. (2025). Studies on the Emission of Volatile Organic Compounds from Selected Forest Mushrooms of the Genus Lactarius Using Proton-Transfer Reaction Mass Spectrometry. Molecules, 30(14), 3000.
5. Hetmański, t., Załuska, k., Jachowski, s., Jaworski, g., Gulczyński, m., & Włodarkiewicz, A. (2025). Wyniki inwentaryzacji wilków w nadleśnictwach i parkach narodowych zachodniej Polski w latach 2019− 2022. Sylwan, 169(3), 141-153.
6. Hetmański, T., Załuska, K., Jachowski, S., Jaworski, G., Gulczyński, M., & Włodarkiewicz, A. (2025). Results of a wolf census in Forest Districts and National Parks of Western Poland in 2019− 2022. Sylwan, 169(3).

Dr Anna Kamińska 

1. Kamińska, A., Dydaktyka kognitywistyczna: implementacje (2023).
2. A. Kamińska, I. Krasikova, M. Popov (2024), Infinite distributive laws for the lateral operations on a Riesz space, Carpathian Mathematical Publications 16, 2.
3. Bilski, J., Kamińska, A., Kowalczyk, S., Turowska, M. (2024). On O’Malley lower porouscontinuous functions. Tatra Mt. Math. Publ, 86, 65-86.
4. Wróblewski, T., Kamińska, A., & Włodarkiewicz, A. (2025). Studies on the Emission of Volatile Organic Compounds from Selected Forest Mushrooms of the Genus Lactarius Using Proton-Transfer Reaction Mass Spectrometry. Molecules, 30(14), 3000.

Dr Tomasz Wróblewski 

1. N.A. Nemkovich, H. Detert, A.N. Sobchuk, V.I. Tomin, T. Wróblewski, (2021) Solvatochromy and symmetry breaking in two quadrupolar oligophenylenevinylenes, Spectrochimica Acta Part A: Molecular and Biomolecular Spectroscopy 251, 119395.
2. Nemkovich, N. A., Detert, H., Sobchuk, A. N., Tomin, V. I., & Wróblewski, T. (2022). Polarity and strong sensitivity to external electric field in azacrown oligophenylenevinylene. Spectrochimica Acta Part A: Molecular and Biomolecular Spectroscopy, 271, 120824.
3. Ushakou, D., & Wróblewski, T. (2022). Scutellarein in organic solvents: changes in spectroscopic properties caused by solute-solvent interactions. Spectrochimica Acta Part A: Molecular and Biomolecular Spectroscopy, 273, 121027.
4. Ushakou, D., & Wróblewski, T. (2022). Scutellarein in organic solvents: changes in spectroscopic properties caused by solute-solvent interactions. Spectrochimica Acta Part A: Molecular and Biomolecular Spectroscopy, 273, 121027.
5. Wróblewski, T., Ushakou, (2023) D. Stepwise Excited-state Double Proton Transfer and Fluorescence Decay Analysis. Journal of Fluorescence.  33, 103–111.
6. Antonowicz, J., & Wróblewski, T. (2024). Study of Volatile Organic Compounds in Emission from Bottom Sediments of Three Lakes with Impact of Anthropopression Using the Proton Transfer Reaction Mass Spectrometry. Limnological Review, 24(3), 205.
7. Tomin, V., & Wróblewski, T. (2025). ESIPT molecular probe FET: electric field effect on spectral properties. Journal of Luminescence, 121410.
8. Antonowicz, J., & Wróblewski, T. (2025). Studies of Volatile Organic Compounds Emission from Bottom Sediments of Mid–Forest Eutrophic Lake with the Use of Proton Transfer Reaction Mass Spectrometry. Limnological Review, 25(4), 49.

Dr Katarzyna Nowakowska

1. Frąckiewicz, P., Gorczyca-Goraj, A., Grzanka, K., Nowakowska, K., & Szopa, M. (2025). Nash Equilibria in Four-Strategy Quantum Extensions of the Prisoner’s Dilemma Game. Entropy, 27(7), 755.

Dr hab. Piotr Frąckiewicz, prof. UP 

1. Frąckiewicz, P. (2022). Kantian equilibria in classical and quantum symmetric games. Symmetry, 14(3), 546.
2. Frąckiewicz, P., Szopa, M., Makowski, M., & Piotrowski, E. (2022). Nash equilibria of quantum games in the special two-parameter strategy space. Applied Sciences, 12(22), 11530.
3. Frackiewicz, P., Rycerz, K., & Szopa, M. (2022). Quantum absentminded driver problem revisited. Quantum Information Processing, 21(1), 34.
4. Frąckiewicz, P., & Szopa, M. (2024). Permissible extensions of classical to quantum games combining three strategies. Quantum Information Processing, 23-75.
5. Frąckiewicz, P., Gorczyca-Goraj, A., Grzanka, K., Nowakowska, K., & Szopa, M. (2025). Nash Equilibria in Four-Strategy Quantum Extensions of the Prisoner’s Dilemma Game. Entropy, 27(7), 755.
6. Frąckiewicz, P., Gorczyca-Goraj, A., & Szopa, M. (2025). Permissible four-strategy quantum extensions of classical games. Quantum Information Processing, 24(7), 1-26.

Dr Małgorzata Turowska 

1. Kowalczyk, S., & Turowska, M. (2021). Lower porosity on R 2. Symmetry, 13(9), 1594.
2. Kowalczyk, S., & Turowska, M. (2021). On continuity in generalized topology. Topology and its Applications, 297, 107702.
3. Domnik, I., Kowalczyk, S., & Turowska, M. (2021). On O'Malley porouscontinuous functions. Tatra Mountains Mathematical Publications, 78.
4. Kowalczyk, S., & Turowska, M. (2022). On topologies generated by lower porosity. Results in Mathematics, 77(6), 220.
5. Kowalczyk, S., & Turowska, M. (2022). Topologies generated by symmetric porosity on normed spaces. Mathematica Slovaca, 72(4), 1031-1046.
6. Bilski, J., Kamińska, A., Kowalczyk, S., Turowska, M. (2024). On O’Malley lower porouscontinuous functions. Tatra Mt. Math. Publ, 86, 65-86.
7. Kowalczyk, S., & Turowska, M. (2025). On c-lineability. Journal of Mathematical Analysis and Applications, 543(2), 128916.
8. Kowalczyk, S., & Turowska, M. (2025). On $[\varrho_1,\varrho_2] $-Upper Superdense Sets. Real Analysis Exchange, 50(2), 1-24.

Dr Stanisław Kowalczyk, prof. UP 

1. Kowalczyk, S., & Turowska, M. (2021). Lower porosity on R 2. Symmetry, 13(9), 1594.
2. Kowalczyk, S., & Turowska, M. (2021). On continuity in generalized topology. Topology and its Applications, 297, 107702.
3. Domnik, I., Kowalczyk, S., & Turowska, M. (2021). On O'Malley porouscontinuous functions. Tatra Mountains Mathematical Publications, 78.
4. Kowalczyk, S., & Turowska, M. (2022). On topologies generated by lower porosity. Results in Mathematics, 77(6), 220.
5. Kowalczyk, S., & Turowska, M. (2022). Topologies generated by symmetric porosity on normed spaces. Mathematica Slovaca, 72(4), 1031-1046.
6. Bilski, J., Kamińska, A., Kowalczyk, S., Turowska, M. (2024). On O’Malley lower porouscontinuous functions. Tatra Mt. Math. Publ, 86, 65-86.
7. Kowalczyk, S., & Turowska, M. (2025). On c-lineability. Journal of Mathematical Analysis and Applications, 543(2), 128916.
8. Kowalczyk, S., & Turowska, M. (2025). On $[\varrho_1,\varrho_2] $-Upper Superdense Sets. Real Analysis Exchange, 50(2), 1-24.

prof. dr hab. Mykhaylo Popov 

1. Krasikova, I., Pliev, M., Popov, M. (2021) Measurable Riesz spaces. Carpathian Math. Publ. 13, no 1, 81-88. 
2. Popov, M. (2021) Horizontal Egorov property of Riesz spaces. Proc. Amer. Math. Soc. 149, no 1, 323-332. 
3. Mykhaylyuk, V., Pliev, M., Popov, M. (2021) The lateral order on Riesz spaces and orthogonally additive operators. Positivity 25, no 2, 291-327. 
4. Krasikova, I., Pliev, M., Popov, M., Fotiy, O. (2021) On separate order continuity of orthogonally additive operators (dedicated to the memory of V.K. Maslyuchenko). Bukovinian Math. J. 9, no 1 (in Ukrainian). 
5. Gumenchuk, A., Krasikova, I., Popov, M. (2022) On linear sections of orthogonally additive operators. Mat. Stud. 58, no 1, 94-102. 
6. Mykhaylyuk, V., Popov, M. (2022) $\varepsilon$-shading operator on Riesz spaces and order continuity of orthogonally additive operators. Results in Math. 77, 209. 
7. Fotiy, O., Gumenchuk, A., Popov, M. (2022) More on the extension of linear operators on Riesz spaces. Carpathian Math. Publ. 14, no 2, 327-331. 
8. Fotiy, O., Krasikova, I., Pliev, M., Popov, M. (2022) Order continuity of orthogonally additive operators. Results in Math. 77, no 1, Paper No. 5, 19 pp. 
9. Popov, M. (2022) Banach lattices of orthogonally additive operators. J. Math. Anal. Appl. 514, no 1, Paper No. 126279, pp. 26.
10. Pliev, M., Popov, M. (2022) Orthogonally additive operators on vector lattices. In: Aron, R.M., Moslehian, M.S., Spitkovsky, I.M., Woerdeman, H.J. (eds) Operator and Norm Inequalities and Related Topics. Trends in Mathematics. Birkhäuser, Cham, pp.321-351. 
11.  Fotiy, O., Kadets, V., Popov, M. (2023) Some remarks on orthogonally additive operators on Riesz spaces. Positivity 27, 57. 
12. Dzhusoeva, N., Moslehian, M., Pliev, M., Popov, M. (2023) Operators, taking values in Lebesgue-Bochner spaces. Proc. Amer. Math. Soc. 151, no 8, 3493-3502. 
13. Popov, M. Ukrainets, O. (2024) Integer commodity vectors in the Arrow-Debreu model of economy. Bukovinian Math. J. 12, no 2, 182-189 (in Ukrainian). 
14. Popov, M, Ukrainets, O. (2024) A maximal Riesz-Kantorovich theorem with applications to markets with an arbitrary commodity set. Mat. Studii. 62, no 2, 199-210. 
15. Fotiy, O., Popov, M. (2024) Approximation of narrow operators on the space L1 by rank one operators. Methods and devices of quality control, (in Ukrainian) 52, no 1, 94–97. 
16. Kamińska, A., Krasikova, I., Popov, M. (2024) Infinite Distributive Laws for the Lateral Operations on a Riesz Space. Carpathian Math. Publ., 16, 461-468. 
17. Bodnar, D., Bodnar, O., Dmytryshyn, R., Popov, M, Martsinkiv,  M, Salamakha, O. (2024) Research on the Convergence of Some Types of Functional Branched Continued Fractions. Carpathian Math. Publ., 16, 448-460. 
18. Popov, M. (2024) A note on narrow operators on complex Riesz spaces. Proc. Amer. Math. Soc. 152, 1703-1709.
19. Pliev, M., Popov, M. (2024) Representation theorems for regular linear and orthogonally additive operators. Math. Nachr. 297, no 1, 126–143. 
20.  Mykhaylyuk, V., Pliev, M., Popov, M. (2024) The lateral order on Riesz spaces and orthogonally additive operators. II. Positivity 28, 8. 
21. Fotiy, O., Popov, M, Ukrainets, O.  (2025) A characterization of F-spaces containing an isomorph of ℓ0. Carpathian Math. Publ. 17, no 1, 146-151. 
22. Krasikova, I., Mykhaylyuk, V., Popov, M. (2025).  A new characterization of C-complete Riesz spaces. Results in Math. 80, 17.

Dr Irena Domnik 

1. Domnik, I., Kowalczyk, S., & Turowska, M. (2021). On O'Malley porouscontinuous functions. Tatra Mountains Mathematical Publications, 78.
2. Ivanova, G., & Domnik, I. (2021). Dense and σ-porous subsets in some families of Darboux functions. Symmetry, 13(5), 759.
3. Ivanova, G., & Domnik, I. (2022). On Density and Sigma-Porosity in Some Families of Darboux Functions. Real Anal. Exchange 47(1): 63-74.

Mgr Emilia Przemska 

1. Przemska, E. (2023). A Unified Treatment of Generalized Closed Sets in Topological Spaces. Tatra Mt. Math. Publ, 85, 121-154.
2. Przemska, E. (2024). On the Unified Concept of Generalizations of Λ-Sets. Symmetry, 16(5), 527.

Dr hab. Piotr Sulewski, prof. UP 

1. Sulewski, P. (2021) Equal-bin-width histogram versus equal-bin-count histogram, Journal of Applied Statistics, 48:12, 2092-2111.
2. Sulewski, P. (2021) Two-Piece Power Normal Distribution - Communications in Statistics – Theory and Method, 50:11, 2619-2639.
3. Sulewski, P. (2021): Logarithmic minimum test for independence in three-way contingency table of small sizes, Journal of Statistical Computation and Simulation, 91(13), s. 2780-2799.
4. Sulewski, P. (2021) DS normal distribution: properties and applications. Lobachevskii Journal of Mathematics, 2021, 42(12), pp. 2980–2999.
5. Sulewski, P. (2021). Two component modified Lilliefors test for normality. Equilibrium. Quarterly Journal of Economics and Economic Policy, 16(2), 429–455.
6. Sulewski, P. (2021) Two methods of conjoint summands of generating bivariate and trivariate normal pseudo-random numbers, Journal of Statistical Computation and Simulation 92(8), 1714-1739.
7.  Sulewski, P., Volodin, A. (2022). Sulewski plasticizing component distribution: properties and applications. Lobachevskii Journal of Mathematics, 43(8), 2286-2300.
8. Sulewski, P. (2022). Recognizing distributions rather than goodness-of-fit testing, Communications in Statistics - Simulation and Computation, 51:11, 6701-6714.
9. Sulewski P., Białek J., (2022) Probability distribution modeling of scanner prices and relative prices. Statistika-Statistics and Economy Journal 102(3), 383-399.
10. Sulewski P., (2023) Recognizing distributions using method of potential functions, Communications in Statistics - Simulation and Computation, 52:6, 2542-2558.
11. Sulewski, P., Szymkowiak, M. (2022). The Weibull lifetime model with randomized failure-free time. Statistics in Transition new series, 23(4), 59-76.
12. Sulewski P. (2023) Easily changeable kurtosis distribution. Austrian Journal of Statistics, 52, 1-24.
13. Sulewski, P., Szymkowiak, M. (2023). Modelling income distributions based on theoretical distributions derived from normal distribution. Wiadomości Statystyczne, 68(6), 1 – 23.
14. Sulewski, P. (2023). New Members of The Johnson Family of Probability Distributions: Properties and Application. REVSTAT-Statistical Journal, 21(4), 535–556
15. Sulewski, P. (2023). The detectability of Asymmetric Distributions Deviating from Normality Due to Small Skewness. Przegląd Statystyczny. Statistical Review 70 (1), 13-53.
16. Sulewski, P. (2025). Extended Easily Changeable Kurtosis Distribution. REVSTAT-Statistical Journal, 23(4), 463-489.
17. Sulewski, P. (2024) Goodness-of-fit testing for normality when alternative distributions have undefined or constants skewness and kurtosis, Wiadomości Statystyczne. The Polish Statistician, 69(9), 1–28.
18. Sulewski, P. (2024) Probability distribution modeling of scanner prices and relative prices using theoretical distributions with two, three, four and five parameters. Acta Universitatis Lodziensis. Folia Oeconomica 1(366), 23 – 61.
19. Sulewski P., Stoltmann D., (2023) Modified Cramer-von Mises goodness-of-fit test for normality, Przegląd Statystyczny. Statistical Review, 70(4), 1–36.
20. Das, J., Hazarika, P., J., Pathak, D., Sulewski, P. (2025) On A Generalized Alpha Skew Laplace Distribution: Properties and Applications, Austrian Journal of Statistics 54(2), 125-150.
21. Sulewski P., Stoltmann D., (2025) Ability of goodness-of-fit tests to detect deviations from normality: the case of symmetric distributions with low values of excess kurtosis, Wiadomości Statystyczne. The Polish Statistician, 70(2), 1–43.
22. Sulewski, P., Alizadeh, M., Das, J., Hamedani, G. G., Hazarika, P. J., Contreras-Reyes, J. E., and Yousof,H. M. (2025). A new logistic distribution and its properties, applications and port-var analysis for extreme financial claims. Mathematical and Computational Applications, 30(3):62.
23. Alizadeh, M., Hazarika, P. J., Das, J., Contreras-Reyes, J. E., Hamedani, G., Sulewski, P., and Yousof, H. M. (2025). Reliability and risk analysis under peaks over a random threshold value-at-risk method based on a new flexible skew-logistic distribution. Life Cycle Reliability and Safety Engineering, pages 1–28.
24. Sulewski, P., Drapella, A. (2025), Weibull Distribution with Linear Shape Function, Appl. Sci. 2025, 15(20), 11222.
25. Sulewski, P. Bilski, J. (2025). Unknown properties of bimodal power Laplace distribution. Wiadomości Statystyczne. The Polish Statistician, 70(2), 12, s. 1-34
26. Sulewski, P. (2025). Skew Bimodal Power Laplace Distribution: Accepted-July 2025. REVSTAT-Statistical Journal.
27. Sulewski, P, Stoltmann D., (2025) Skew plasticizing component normal I distribution. Przegląd Statystyczny. Statistical Review, 72(2), 1–32.
28. Sulewski, P, Stoltmann D., (2025). Parameterized Kolmogorov–Smirnov Test for Normality, Applied Sciences, 16, 366.

Mgr Damian Stoltmann 

1. Sulewski P., Stoltmann D., (2023) Modified Cramer-von Mises goodness-of-fit test for normality, Przegląd Statystyczny. Statistical Review, 70(4), 1–36.
2. Sulewski P., Stoltmann D., (2025) Ability of goodness-of-fit tests to detect deviations from normality: the case of symmetric distributions with low values of excess kurtosis, Wiadomości Statystyczne. The Polish Statistician, 70(2), 1–43.
3. Sulewski, P, Stoltmann D., (2025) Skew plasticizing component normal I distribution. Przegląd Statystyczny. Statistical Review, 72(2), 1–32.
4. Sulewski, P, Stoltmann D., (2025). Parameterized Kolmogorov–Smirnov Test for Normality, Applied Sciences, 16, 366.

Mgr Łukasz Kupracz 

1.  Wilinski, A., Kalinowski, M., Arti, M. K., Kovalerchuk, B., Kupracz, L., & Guzik, S. (2025). Assessing weak form information efficiency in cryptocurrency market using polynomial autoregression tools. Quality & Quantity, 1-17.

Mgr Jakub Bilski 

1.    Bilski, J., Kamińska, A., Kowalczyk, S., Turowska, M. (2024). ON O’MALLEY LOWER POROUSCONTINUOUS FUNCTIONS. Tatra Mt. Math. Publ, 86, 65-86.
2. Sulewski, P. Bilski, J. (2025). Unknown properties of bimodal power Laplace distribution. Wiadomości Statystyczne. The Polish Statistician, 70(2), 12, s. 1-34