Tear matrix metalloproteinase-9 levels may help to follow a ocular surface injury in lagophthalmic eyes von Marcela Minaříková, Zdeněk Fík, Josef Štorm, Kateřina Helisová, Květoslava Ferrová, Gabriela Mahelková

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Two-Step Method for Assessing Similarity of Random Sets von Gotovac Đogaš, Vesna, Helisová, Kateřina, Radović, Bogdan, Staněk, Jakub, Zikmundová, Markéta, Brejchová, Kateřina

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ASSESSING DISSIMILARITY OF RANDOM SETS THROUGH CONVEX COMPACT APPROXIMATIONS, SUPPORT FUNCTIONS AND ENVELOPE TESTS von Gotovac, Vesna, Helisová, Kateřina, Ugrina, Ivo

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Tear matrix metalloproteinase-9 levels may help to follow a ocular surface injury in lagophthalmic eyes von Minaríková, Marcela, Fík, Zdenek, Storm, Josef, Helisová, Katerina, Ferrová, Kvetoslava, Mahelková, Gabriela

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Quermass-interaction process with convex compact grains von Helisová, Katerina, Stank, Jakub

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Testing Equality of Distributions of Random Convex Compact Sets via Theory of N-Distances von Dogaš, Vesna Gotovac, Helisová, Kateřina

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Fractal and stochastic geometry inference for breast cancer: a case study with random fractal models and Quermass-interaction process von Hermann, Philipp, Mrkvička, Tomáš, Mattfeldt, Torsten, Minárová, Mária, Helisová, Kateřina, Nicolis, Orietta, Wartner, Fabian, Stehlík, Milan

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Power diagrams and interaction processes for unions of discs von Møller, Jesper, Helisová, Kateřina

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Testing Equality of Distributions of Random Convex Compact Sets via Theory of ð1-Distances von Dogaš, Vesna Gotovac, Helisová Kateřina

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Testing Equality of Distributions of Random Convex Compact Sets via Theory of $\mathfrak {N}$-Distances von Dogaš, Vesna Gotovac, Helisová, Kateřina

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Likelihood Inference for Unions of Interacting Discs von MØLLER, JESPER, HELISOVÁ, KATEŘINA

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Power diagrams and interaction processes for unions of discs von Møller, Jesper, Helisová, Kateřina

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Fractal and stochastic geometry inference for breast cancer: a case study with random fractal models and Quermass-interaction process: P. Hermann et al von Hermann, Philipp, Mrkvička, Tomáš, Mattfeldt, Torsten, Minárová, Mária, Helisová, Kateřina, Nicolis, Orietta, Wartner, Fabian, Stehlík, Milan

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Likelihood Inference for Unions of Interacting Discs: Likelihood for unions of discs von MØLLER, JESPER, HELISOVÁ, KATEŘINA

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Assessing Similarity of Random sets via Skeletons von Debayle, Johan, Ðogaš, Vesna Gotovac, Helisová, Kateřina, Staněk, Jakub, Zikmundová, Markéta

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Estimation of the Intensity Parameter of the Germ-Grain Quermass-Interaction Model when the Number of Germs is not Observed von Dereudre, David, Lavancier, Frédéric, Helisová, Kateřina Staňková

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On the Use of Particle Markov Chain Monte Carlo in Parameter Estimation of Space-Time Interacting Discs von Zikmundova, Marketa, Stakova Helisova, Katerina, Benes, Viktor

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Dimension Reduction in Extended Quermass-Interaction Process von Staková Helisová, Katerina, Stank, Jakub

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Spatio-Temporal Model for a Random Set Given by a Union of Interacting Discs von Zikmundova, Marketa, Stakova Helisova, Katerina, Benes, Viktor

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Testing equality in distribution of random convex compact sets via theory of N-distances and its application to assessing similarity of general random sets von Gotovac, Vesna, Helisová, Kateřina

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