There are 2 repositories under gaussian-process topic.
{mvgam} R 📦 to fit Dynamic Bayesian Generalized Additive Models for time series analysis and forecasting
A minimal implementation of Gaussian process regression in PyTorch
SKBEL - Bayesian Evidential Learning framework built on top of scikit-learn.
A NumPy implementation of Lee et al., Deep Neural Networks as Gaussian Processes, 2018
Calibration of an air pollution sensor monitoring network in uncontrolled environments with multiple machine learning algorithms
Multi-output Gaussian process regression via multi-task neural network
Quasar Factor Analysis – An Unsupervised and Probabilistic Quasar Continuum Prediction Algorithm with Latent Factor Analysis
Code for 'Memory-based dual Gaussian processes for sequential learning' (ICML 2023)
A complete expected improvement criterion for Gaussian process assisted highly constrained expensive optimization
Highly performant and scalable out-of-the-box gaussian process regression and Bernoulli classification. Built upon GPyTorch, with a familiar sklearn api.
Hyper-Parameter Tuning / BayesianOptimization / Gaussian Process / etc.
Bayesian Learning for Control in Multimodal Dynamical Systems | written in Org-mode
Normal Gaussian Process and Gaussian Process with Poisson Likelihood
Data and code associated with paper "On the development of a practical Bayesian optimisation algorithm for expensive experiments and simulations with changing environmental conditions" currently in review.
Resources and extra documentation for the manuscript "A Global Sensitivity-based Identification of Key Factors on Stability of Power Grid with Multi-outfeed HVDC" published in IEEE Latin America Transactions.
Adaptive experimental design for maximizing information gain
The Docker container for MGPfact is primarily used for unsupervised manifold learning of single-cell RNA-seq data and can factorize complex cell trajectories into interpretable branching Gaussian processes.
Sigma-Point Filters based on Bayesian Quadrature
Programming assignments and final project of stochastic processes course
R Package for modeling omega-reliability coefficient from exogenous or latent space using Gaussian Processes or linear models.