Several authors have proposed stochastic and non-stochastic approxima-tions to the maximum likelihood estimate for a spatial point pattern. This approximation is necessary because of the difficulty of evaluating the nor-malizing constant. However, it appears to be neither a general theory which provides grounds for preferring a particular method, nor any extensive em-pirical comparisons. In this paper, we review five general methods based on approximations to the maximum likelihood estimate which have been proposed in the literature. We also present the results of a comparative simulation study developed for the Strauss model
In making inference on Spatial Point Processes often there it is the problem of knowing (or estimati...
AbstractSpatial generalized linear mixed models are usually used for modelling non-Gaussian and disc...
This paper deals with the estimation of the intensity of a planar point process on the basis of a si...
Maximum likelihood and related techniques are generally considered the best method for estimating th...
One of the main themes of this thesis is the application to spatial data of modern semi- and nonpara...
Given a set of spatial data, often the desire is to estimate its covariance structure. For prac-tica...
We describe a technique for computing approximate maximum pseudolikelihood estimates of the paramete...
The limitations of the maximum likelihood method for estimating spatial covariance parameters are: t...
This paper describes a technique for computing approximate maximum pseudolikelihood estimates of the...
Maximum pseudo-likelihood estimation has hitherto been viewed as a practical but flawed alternative ...
We summarize and discuss the current state of spatial point process theory and directions for future...
Abstract The (quasi-) maximum likelihood estimator (MLE) for the autoregressive parameter in a spati...
The likelihood functions for spatial autoregressive models with normal but heteroskedastic distur-ba...
Spatial generalized linear mixed effects models are popular in spatial or spatiotemporal data analys...
Maximum likelihood estimation of spatial models typically requires a sizeable computational capacit...
In making inference on Spatial Point Processes often there it is the problem of knowing (or estimati...
AbstractSpatial generalized linear mixed models are usually used for modelling non-Gaussian and disc...
This paper deals with the estimation of the intensity of a planar point process on the basis of a si...
Maximum likelihood and related techniques are generally considered the best method for estimating th...
One of the main themes of this thesis is the application to spatial data of modern semi- and nonpara...
Given a set of spatial data, often the desire is to estimate its covariance structure. For prac-tica...
We describe a technique for computing approximate maximum pseudolikelihood estimates of the paramete...
The limitations of the maximum likelihood method for estimating spatial covariance parameters are: t...
This paper describes a technique for computing approximate maximum pseudolikelihood estimates of the...
Maximum pseudo-likelihood estimation has hitherto been viewed as a practical but flawed alternative ...
We summarize and discuss the current state of spatial point process theory and directions for future...
Abstract The (quasi-) maximum likelihood estimator (MLE) for the autoregressive parameter in a spati...
The likelihood functions for spatial autoregressive models with normal but heteroskedastic distur-ba...
Spatial generalized linear mixed effects models are popular in spatial or spatiotemporal data analys...
Maximum likelihood estimation of spatial models typically requires a sizeable computational capacit...
In making inference on Spatial Point Processes often there it is the problem of knowing (or estimati...
AbstractSpatial generalized linear mixed models are usually used for modelling non-Gaussian and disc...
This paper deals with the estimation of the intensity of a planar point process on the basis of a si...