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51 |
Almost-Hermitian random matrices and bandlimited point processes
Enthalten in Analysis and Mathematical Physics Bd. 13, 30.5.2023, Nr. 3, date:6.2023: 1-57
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52 |
An interpretable and transferable model for shallow landslides detachment combining spatial Poisson point processes and generalized additive models
Enthalten in Stochastic environmental research and risk assessment Bd. 39, 7.3.2025, Nr. 4, date:4.2025: 1723-1740
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53 |
Combined effect of boundary layer formation and surface smoothing on friction and wear rate of lubricated point contacts during normal running-in processes
Enthalten in Friction Bd. 6, 6.9.2018, Nr. 3, date:9.2018: 274-288
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54 |
Compound Poisson point processes, concentration and oracle inequalities
Enthalten in Journal of inequalities and applications Bd. 2019, 12.12.2019, Nr. 1, date:12.2019: 1-28
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55 |
Convergence of exceedance point processes of normal sequences with a seasonal component and its applications
Enthalten in Journal of inequalities and applications Bd. 2016, 26.5.2016, Nr. 1, date:12.2016: 1-10
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56 |
Correction to: Marked Gibbs Point Processes with Unbounded Interaction: An Existence Result
Enthalten in Journal of statistical physics Bd. 189, 23.8.2022, Nr. 1, date:10.2022: 1-2
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57 |
Discrete Approximations of Determinantal Point Processes on Continuous Spaces: Tree Representations and Tail Triviality
Enthalten in Journal of statistical physics Bd. 170, 28.11.2017, Nr. 2, date:1.2018: 421-435
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58 |
Discussion of ‘Marked Spatial Point Processes: Current State and Extensions to Point Processes on Linear Networks’ by Matthias Eckardt and Mehdi Moradi
Enthalten in Journal of agricultural, biological, and environmental statistics Bd. 29, 26.3.2024, Nr. 2, date:6.2024: 395-398
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59 |
Discussion of the Paper “Marked Spatial Point Processes: Current State and Extensions to Point Processes on Linear Networks”
Enthalten in Journal of agricultural, biological, and environmental statistics Bd. 29, 26.3.2024, Nr. 2, date:6.2024: 379-388
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60 |
Examples of Interacting Particle Systems on $$\mathbb Z}$$ Z as Pfaffian Point Processes: Coalescing–Branching Random Walks and Annihilating Random Walks with Immigration
Enthalten in Institut Henri Poincaré: Annales Henri Poincaré Bd. 21, 20.12.2019, Nr. 3, date:3.2020: 885-908
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