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An approach to complete convergence theorems for dependent random fields via application of Fuk-Nagaev inequality / Zbigniew Łagodowski // Journal of Mathematical Analysis and Applications.- 2016, vol. 437, nr 1, s. 380-395 [MNiSW: 35]
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Convergence rates in the SLLN for some classes of dependent random fields / Zbigniew Łagodowski, Anna Kuczmaszewska // Journal of Mathematical Analysis and Applications.- 2011, vol. 380, nr 2, s. 571-584
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On almost sure limiting behavior of weighted sums of random fields / Zbigniew Łagodowski, Przemysław Matuła // Acta Mathematica Hungarica.- 2010, vol. 126, nr 1-2, s. 16-22
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On the necessary condition for Baum–Katz type theorem for non-identically distributed and negatively dependent random fields / Zbigniew Łagodowski // Annales Universitatis Mariae Curie-Sklodowska. Sectio A, Mathematica.- 2018, vol. 72, nr 2, s. 1-8 [MNiSW: 8]
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Productivity of a Low-Budget Computer Cluster Applied to Overcome the N-Body Problem / Tomasz Nowicki, Adam Gregosiewicz, Zbigniew Łagodowski // Applied Computer Science.- 2021, vol. 17, nr 4, s. 100-109 [MNiSW: 70]
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Splash of Solid Particles as a Stochastic Point Process / A. Sochan, Z. A. Łagodowski, E. Nieznaj, M. Beczek, M. Ryżak, R. Mazur, A. Bobrowski and A. Bieganowski // Journal of Geophysical Research: Earth Surface.- 2019, vol. 124, nr 11, s. 2475-2490 [MNiSW: 140]
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Strong Laws of Large Numbers for B-Valued Random Fields / Zbigniew Łagodowski // Discrete Dynamics in Nature and Society.- 2009, vol. 2009, s. 1-12
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Convergence of random fields. Selected methods / Zbigniew Łagodowski.- Lublin : Wydawnictwo Politechniki Lubelskiej, 2021.- 107 s.- ISBN 978-83-7947-497-4 [MNiSW: 80]
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Probability in action. Vol. 2 / ed. Zbigniew Łagodowski.- Lublin : Politechnika Lubelska, 2015.- 142 s.- ISBN 978-83-7947-173-7
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