New features and efficiency improvements Added framework for adaptation of transition parameters via classes in new mici.adapters module and associated sample_chains_with_adaptive_warm_up methods added to sampler classes. Initial adapters implemented are a dual averaging step size adapter, a diagonal metric adapter based on estimated variances and dense metric adapter based on estimated covariance matrices. New labelled sequence progress bar implementation to use with adaptive sampling chains and generalisation of progress bars to allow wrapping arbitrary sequences. Improved matrix operation efficiency. Repeated calls to matrix constructors avoided by caching matrices constructed by transpose / sqrt / inv methods and explicit matrix-vector...
Hamiltonian Monte Carlo (HMC) is a premier Markov Chain Monte Carlo (MCMC) algorithm for continuous ...
AdvancedHMC v0.5.0 (Breaking!) Difference with respect to 0.4.6 This release introduces convenience ...
The Metropolis-Hastings random walk algorithm remains popular with practitioners due to the wide var...
Minor release. New features Implementation of dynamic integration time (NUTS-like) samplers has bee...
Bug fixes Fixed bug when sampling chains in parallel without multiprocess installed introduced in v...
Major release. Dependency changes Dropped support for Python 3.6, 3.7 and 3.8. Minimum NumPy versio...
Minor release. Bug fixes [sampler].sample_chains_with_adaptive_warmup methods added in previous rel...
Minor release. Bug fixes: Fixed bug with metric adaptation due to momentum not being resampled. Pre...
Minor release with improvements to non-linear equation solvers, additional block diagonal matrix cla...
Minor release with sampling efficiency improvements, new facility for tracking the number of model f...
Minor release. New features Added option to limit threads used per process when sampling chain in p...
Minor release with several bug fixes. Thanks to @kx-au for spotting and suggesting fixes to the bugs...
Minor release improving robustness of parallel sampling and progress bars. Now possible to get part...
Mici is a Python package providing implementations of Markov chain Monte Carlo (MCMC) methods for ap...
New features: Nuisance parameters to model systematic uncertainties, currently only from PDF / scal...
Hamiltonian Monte Carlo (HMC) is a premier Markov Chain Monte Carlo (MCMC) algorithm for continuous ...
AdvancedHMC v0.5.0 (Breaking!) Difference with respect to 0.4.6 This release introduces convenience ...
The Metropolis-Hastings random walk algorithm remains popular with practitioners due to the wide var...
Minor release. New features Implementation of dynamic integration time (NUTS-like) samplers has bee...
Bug fixes Fixed bug when sampling chains in parallel without multiprocess installed introduced in v...
Major release. Dependency changes Dropped support for Python 3.6, 3.7 and 3.8. Minimum NumPy versio...
Minor release. Bug fixes [sampler].sample_chains_with_adaptive_warmup methods added in previous rel...
Minor release. Bug fixes: Fixed bug with metric adaptation due to momentum not being resampled. Pre...
Minor release with improvements to non-linear equation solvers, additional block diagonal matrix cla...
Minor release with sampling efficiency improvements, new facility for tracking the number of model f...
Minor release. New features Added option to limit threads used per process when sampling chain in p...
Minor release with several bug fixes. Thanks to @kx-au for spotting and suggesting fixes to the bugs...
Minor release improving robustness of parallel sampling and progress bars. Now possible to get part...
Mici is a Python package providing implementations of Markov chain Monte Carlo (MCMC) methods for ap...
New features: Nuisance parameters to model systematic uncertainties, currently only from PDF / scal...
Hamiltonian Monte Carlo (HMC) is a premier Markov Chain Monte Carlo (MCMC) algorithm for continuous ...
AdvancedHMC v0.5.0 (Breaking!) Difference with respect to 0.4.6 This release introduces convenience ...
The Metropolis-Hastings random walk algorithm remains popular with practitioners due to the wide var...