MCMC SamplersΒΆ

Pints provides a number of MCMC methods, all implementing the MCMC interface, that can be used to sample from an unknown PDF (usually a Bayesian Posterior).

  • Running an MCMC routine
  • MCMC Sampler base classes
  • Adaptive Covariance MC
  • Differential Evolution MCMC
  • Dram ACMC
  • DreamMCMC
  • Dual Averaging
  • EmceeHammerMCMC
  • Haario ACMC
  • Haario Bardenet ACMC
  • Hamiltonian MCMC
  • Metropolis-Adjusted Langevin Algorithm (MALA) MCMC
  • Metropolis Random Walk MCMC
  • Monomial-Gamma Hamiltonian MCMC
  • No-U-Turn MCMC Sampler
  • Population MCMC
  • Rao-Blackwell ACMC
  • Relativistic MCMC
  • Slice Sampling - Doubling MCMC
  • Slice Sampling - Rank Shrinking MCMC
  • Slice Sampling - Stepout MCMC

Pints

Navigation

  • ABC samplers
  • Boundaries
  • Core classes and methods
  • Diagnostic plots
  • Error measures
  • Function evaluation
  • I/O Helper classes
  • Log-likelihoods
  • Log-PDFs
  • Log-priors
  • MCMC Samplers
    • Running an MCMC routine
    • MCMC Sampler base classes
    • Adaptive Covariance MC
    • Differential Evolution MCMC
    • Dram ACMC
    • DreamMCMC
    • Dual Averaging
    • EmceeHammerMCMC
    • Haario ACMC
    • Haario Bardenet ACMC
    • Hamiltonian MCMC
    • Metropolis-Adjusted Langevin Algorithm (MALA) MCMC
    • Metropolis Random Walk MCMC
    • Monomial-Gamma Hamiltonian MCMC
    • No-U-Turn MCMC Sampler
    • Population MCMC
    • Rao-Blackwell ACMC
    • Relativistic MCMC
    • Slice Sampling - Doubling MCMC
    • Slice Sampling - Rank Shrinking MCMC
    • Slice Sampling - Stepout MCMC
  • MCMC Diagnostics
  • Nested samplers
  • Noise generators
  • Optimisers
  • Noise model diagnostics
  • Toy problems
  • Stochastic Toy Problems
  • Transformations
  • Utilities

Related Topics

  • Documentation overview
    • Previous: Log-priors
    • Next: Running an MCMC routine

Quick search

©2017-2026, Pints Authors. | Powered by Sphinx 7.4.7 & Alabaster 0.7.16 | Page source