We consider the combination of path sampling and perfect simulation in the context of both likelihood inference and non-parametric Bayesian inference for pairwise interaction point processes. Several empirical results based on simulations and analysis of a dataset are presented, and the merits of using perfect simulation are discussed
Recently Møller, Pettitt, Berthelsen and Reeves introduced a new MCMC methodology for drawing sample...
(This text is submitted for the volume ‘A Handbook of Spatial Statistics' edited by A.E. Gelfand, P....
Fitting of parametric models to spatial and space-time point patterns has been a very active researc...
Chapter 9: This contribution concerns statistical inference for parametric models used in stochastic...
We present new methodology for drawing samples from a posterior distribution when the likelihood fun...
We summarize and discuss the current state of spatial point process theory and directions for future...
Spatial point pattern data are routinely encountered. A flexible regression model for the underlying...
Spatial point pattern data are routinely encountered. A flexible regression model for the underlying...
The area-interaction process and the continuum random-cluster model are characterized in terms of ce...
Markov point processes provide flexible models to describe interaction behavior amongst points, incl...
Markov point processes provide flexible models to describe interaction behavior amongst points, incl...
The area-interaction process and the continuum random-cluster model are characterized in terms of ce...
Markov point processes provide flexible models to describe interaction behavior amongst points, incl...
In this work, we first present a flexible hierarchical Bayesian model and develop a comprehensive Ba...
The paper is concerned with the exact simulation of an unobserved true point process conditional on ...
Recently Møller, Pettitt, Berthelsen and Reeves introduced a new MCMC methodology for drawing sample...
(This text is submitted for the volume ‘A Handbook of Spatial Statistics' edited by A.E. Gelfand, P....
Fitting of parametric models to spatial and space-time point patterns has been a very active researc...
Chapter 9: This contribution concerns statistical inference for parametric models used in stochastic...
We present new methodology for drawing samples from a posterior distribution when the likelihood fun...
We summarize and discuss the current state of spatial point process theory and directions for future...
Spatial point pattern data are routinely encountered. A flexible regression model for the underlying...
Spatial point pattern data are routinely encountered. A flexible regression model for the underlying...
The area-interaction process and the continuum random-cluster model are characterized in terms of ce...
Markov point processes provide flexible models to describe interaction behavior amongst points, incl...
Markov point processes provide flexible models to describe interaction behavior amongst points, incl...
The area-interaction process and the continuum random-cluster model are characterized in terms of ce...
Markov point processes provide flexible models to describe interaction behavior amongst points, incl...
In this work, we first present a flexible hierarchical Bayesian model and develop a comprehensive Ba...
The paper is concerned with the exact simulation of an unobserved true point process conditional on ...
Recently Møller, Pettitt, Berthelsen and Reeves introduced a new MCMC methodology for drawing sample...
(This text is submitted for the volume ‘A Handbook of Spatial Statistics' edited by A.E. Gelfand, P....
Fitting of parametric models to spatial and space-time point patterns has been a very active researc...