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"Modeling Big, Heterogeneous, Non-Gaussian Spatial and Spatio-Temporal " by Matthew Sainsbury-Dale, Andrew Zammit- Mangion et al.

Non-Gaussian spatial and spatio-temporal data are becoming increasingly prevalent, and their analysis is needed in a variety of disciplines. FRK is an R package for spatial and spatio-temporal modeling and prediction with very large data sets that, to date, has only supported linear process models and Gaussian data models. In this paper, we describe a major upgrade to FRK that allows for non-Gaussian data to be analyzed in a generalized linear mixed model framework. These vastly more general spa...
Areal Data Basis Functions Big Data Hange Of Support Ixed Rank Kriging On Gaussian Data
Source: uow.edu.au

"Nearest-Neighbor Mixture Models for Non-Gaussian Spatial Processes" by Xiaotian Zheng, Athanasios Kottas et al.

We develop a class of nearest-neighbor mixture models that provide direct, computationally efficient, probabilistic modeling for non-Gaussian geospatial data. The class is defined over a directed acyclic graph, which implies conditional independence in representing a multivariate distribution through factorization into a product of univariate conditionals, and is extended to a full spatial process. We model each conditional as a mixture of spatially varying transition kernels, with locally adapt...
Mediterranean Sea Oceans General Bayesian Hierarchical Models Markov Chain Monte Carlo Spatial Statistics Ail Dependence
Source: uow.edu.au

"Likelihood-Free Parameter Estimation with Neural Bayes Estimators" by Matthew Sainsbury-Dale, Andrew Zammit-Mangion et al.

Neural Bayes estimators are neural networks that approximate Bayes estimators. They are fast, likelihood-free, and amenable to rapid bootstrap-based uncertainty quantification. In this article, we aim to increase the awareness of statisticians to this relatively new inferential tool, and to facilitate its adoption by providing user-friendly open-source software. We also give attention to the ubiquitous problem of estimating parameters from replicated data, which we address using permutation-inva...
Red Sea Djibouti General Amortized Inference Deep Learning Xchangeable Data Xtreme Value Model
Source: uow.edu.au

"Deep Statistical Models with Application to Environmental Data" by Quan Vu

When analyzing environmental data, constructing a realistic statistical model is important, not only to fully characterize the physical phenomena, but also to provide valid and useful predictions. Gaussian process models are amongst the most popular tools used for this purpose. However, many assumptions are usually made when using Gaussian processes, such as stationarity of the covariance function. There are several approaches to construct nonstationary spatial and spatio-temporal Gaussian proce...
Monte Carlo Gaussian Process Spatial Statistics
Source: uow.edu.au

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Hot-spots of HIV infection in Cameroon: a spatial analysis based on Demographic and Health Surveys data | BMC Infectious Diseases

The Human Immunodeficiency Virus(HIV) infection prevalence in Cameroon has decreased from $$5.28\%$$ in 2004 to $$2.8\%$$ in 2018. However, this decrease in prevalence does not show disparities especially in terms of spatial or geographical pattern. Efficient control and fight against HIV infection may require targeting hotspot areas. This study aims at presenting a cartography of HIV infection situation in Cameroon using the 2004, 2011 and 2018 Demographic and Health Survey data, and investigat...
Pasteur Center Chantal Biya International Reference Center Health Surveys Chantal Biya International Reference Arcgis Pro Spatial Statistics

"Spherical Poisson point process intensity function modeling and estima" by Tin Lok James Ng and Andrew Zammit-Mangion

Recent years have seen an increased interest in the application of methods and techniques commonly associated with machine learning and artificial intelligence to spatial statistics. Here, in a celebration of the ten-year anniversary of the journal Spatial Statistics, we bring together normalizing flows, commonly used for density function estimation in machine learning, and spherical point processes, a topic of particular interest to the journal's readership, to present a new approach for m...
Pacific Ocean Spatial Statistics North Pacific Exponential Map Maximum Likelihood Normalizing Flows
Source: uow.edu.au

"Deep Compositional Spatial Models" by Andrew Zammit-Mangion, Tin Lok James Ng et al.

Abstract Spatial processes with nonstationary and anisotropic covariance structure are often used when modeling, analyzing, and predicting complex environmental phenomena. Such processes may often be expressed as ones that have stationary and isotropic covariance structure on a warped spatial domain. However, the warping function is generally difficult to fit and not constrained to be injective, often resulting in “space-folding.” Here, we propose modeling an injective warping function thro...
Deep Models Spatial Statistics Stochastic Processes Variational Bayes ஆழமான மாதிரிகள்
Source: uow.edu.au

"A few statistical principles for data science" by Noel Cressie

Abstract In any other circumstance, it might make sense to define the extent of the terrain (Data Science) first, and then locate and describe the landmarks (Principles). But this data revolution we are experiencing defies a cadastral survey. Areas are continually being annexed into Data Science. For example, biometrics was traditionally statistics for agriculture in all its forms but now, in Data Science, it means the study of characteristics that can be used to identify an individual. Example...
Data Science Data Engineering Applied Statistics Ierarchical Statistical Models Measurement Error Spatial Statistics
Source: uow.edu.au

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