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Loaloa prevalence with FEM Matérn3 hours ago
Data | Knot lines | Fit | Summary | Estimated field
GAMM Examples3 hours ago
check by shard | Profile derivative checks | Joint density derivative checks
Case-crossover models with hpolcc4 hours ago
Introduction | Data | Model specification | Fit | AD development check | Joint log density | Likelihood
AIS data in adlaplaceExample4 hours ago
Data | Model and AD setup | Laplace log-likelihood at starting values | Outer optimization | Fitted values and density overlay | Derivative check along one parameter
Laplace Approximations with adlaplaceExample4 hours ago
Model | Simulated data | Building AD shards | Observations and hyperparameters | Random effects | Observation likelihood check | Combining shards | Inner optimization | Profile likelihood | Outer optimization | Profile derivative checks | Joint density derivative checks | Nicer interface
BYM disease mapping: Germany oral cavity cancer4 hours ago
Introduction | Data | Building AD shards | Combining shards | Joint log density derivatives | Inner optimization | Joint density derivative checks | Profile likelihood | Outer optimization | Spatial effects
Laplace Approximations with adlaplace4 hours ago
Model | Simulated data | Building AD shards | Observations and hyperparameters | Random effects | Observation likelihood check | Combining shards | Joint log density derivatives | Inner optimization | likelihood | Outer optimization | Derivative checks | Joint density derivative checks | nicer interface | mean estimation
Equivalence to Conditional Gamma-Poisson Model5 hours ago
\begin{equation}\label{eq:multinom}P(\mathbf{y} \mid \boldsymbol{\lambda}, \sum_{k=1}^K Y_k = N) | \begin{equation}\label{eq:dm}P(\mathbf{y} \mid \alpha, \boldsymbol{\mu}, N) | Simplificaiton | \begin | \begin{equation}\label{eq:dm_ratio}P(\mathbf{y} \mid \alpha, \boldsymbol{\mu}, N)
FEM Matérn joint density with adlaplace8 hours ago
FEM ingredients | Hierarchical toy model | Joint density, gradient, and Hessian | Finite-difference checks
FEM Matérn methods: SPDE, B-splines, and covariance comparison8 hours ago
Continuous model: Matérn via Whittle SPDE | $$\operatorname{Cov}\bigl(u(\mathbf{s}),u(\mathbf{s}')\bigr) | Parameterization: range and sd | Finite-element weights and Grams | Tensor-product B-splines | Numerical comparison: Matérn vs FEM | References