activity
20122022
most citedDeterminantal point process models and statistical inference : Extended version

238 citations · 300 across the 16 of their papers we have counts for

collaborators

22 papers

math.ST2022

Cox processes driven by transformed Gaussian processes on linear networks -- A review and new contributions

Jesper Møller, Jakob G. Rasmussen

There is a lack of point process models on linear networks. For an arbitrary linear network, we consider new models for a Cox process with an isotropic pair correlation function ob…

stat.ME2021

Determinantal shot noise Cox processes

Jesper Møller, Ninna Vihrs

We present a new class of cluster point process models, which we call determinantal shot noise Cox processes (DSNCP), with repulsion between cluster centres. They are the special c…

stat.ME2021

Fitting three-dimensional Laguerre tessellations by hierarchical marked point process models

Filip Seitl, Jesper Møller, Viktor Beneš

We present a general statistical methodology for analysing a Laguerre tessellation data set viewed as a realization of a marked point process model. In the first step, for the poin…

stat.ME2021

Should we condition on the number of points when modelling spatial point patterns?

Jesper Møller, Ninna Vihrs

We discuss the practice of directly or indirectly assuming a model for the number of points when modelling spatial point patterns even though it is rarely possible to validate such…

stat.ME2020

MCMC computations for Bayesian mixture models using repulsive point processes

Mario Beraha, Raffaele Argiento, Jesper Møller +1

Repulsive mixture models have recently gained popularity for Bayesian cluster detection. Compared to more traditional mixture models, repulsive mixture models produce a smaller num…

stat.ME2020

Approximate Bayesian inference for a spatial point process model exhibiting regularity and random aggregation

Ninna Vihrs, Jesper Møller, Alan E. Gelfand

In this paper, we propose a doubly stochastic spatial point process model with both aggregation and repulsion. This model combines the ideas behind Strauss processes and log Gaussi…