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On the uniqueness of the infinite cluster and the cluster density in the Poisson driven random connection model
We consider a random connection model (RCM) on a general space driven by a Poisson
process whose intensity measure is scaled by a parameter $ t\ge 0$. We say that the infinite …
process whose intensity measure is scaled by a parameter $ t\ge 0$. We say that the infinite …
[KSIĄŻKA][B] Stationary processes and discrete parameter Markov processes
RN Bhattacharya, EC Waymire - 2022 - Springer
Stationary Processes and Discrete Parameter Markov Processes Page 1 Graduate Texts in
Mathematics Rabi Bhattacharya Edward C. Waymire Stationary Processes and Discrete …
Mathematics Rabi Bhattacharya Edward C. Waymire Stationary Processes and Discrete …
On negative association of some finite point processes on general state spaces
We study negative association for mixed sampled point processes and show that negative
association holds for such processes if a random number of their points fulfils the ultra log …
association holds for such processes if a random number of their points fulfils the ultra log …
Special Topic: Associated Random Fields, Positive Dependence, FKG Inequalities
The notion of association is a form of positive dependence among random variables
independently introduced in reliability theory, percolation theory and statistical physics …
independently introduced in reliability theory, percolation theory and statistical physics …
One‐two dependence and probability inequalities between one‐and two‐sided union‐intersection tests
H Finner, M Roters - Biometrical Journal, 2022 - Wiley Online Library
In a paper published in 1939 in The Annals of Mathematical Statistics, Wald and Wolfowitz
discussed the possible validity of a probability inequality between one‐and two‐sided …
discussed the possible validity of a probability inequality between one‐and two‐sided …
Normal approximation for fire incident simulation using permanental Cox processes
Estimating the number of natural disasters benefits the insurance industry in terms of risk
management. However, the estimation process is complicated due to the fact that there are …
management. However, the estimation process is complicated due to the fact that there are …
Maximal inequalities and convergence results on multidimensionally indexed demimartingales
M Hadjikyriakou, BLS Prakasa Rao - Journal of Statistical Theory and …, 2023 - Springer
We obtain some maximal probability and moment inequalities for multidimensionally
indexed demimartingales. Although the class of single-indexed demimartingales has been …
indexed demimartingales. Although the class of single-indexed demimartingales has been …
Statistical inference on stationary shot noise random fields
A Lerbet - Statistical Inference for Stochastic Processes, 2023 - Springer
We study the asymptotic behaviour of a stationnary shot noise random field. We use the
notion of association to prove the asymptotic normality of the moments and a …
notion of association to prove the asymptotic normality of the moments and a …
Études statistiques et géométriques de champs aléatoires shot noise. Similarités et différences avec les modèles gaussiens.
A Lerbet - 2022 - theses.hal.science
Cette thèse a pour but l'étude de nombreux aspects des champs aléatoires shot noise. La
structure de faible dépendance entre les variables éloignées, mise en lumière par la notion …
structure de faible dépendance entre les variables éloignées, mise en lumière par la notion …
Percolation of repulsive particles on graphs
N Eisenbaum - Séminaire de Probabilités LI, 2022 - Springer
What are the percolation properties of a repulsive point process on an infinite connected
graph? To treat this question, one starts by clearly state which definition of repulsivity is …
graph? To treat this question, one starts by clearly state which definition of repulsivity is …