Implementation of robust dynamic Hamiltonian Monte Carlo methods in Julia. In contrast to frameworks that utilize a directed acyclic graph to build a posterior for a Bayesian model from small components, this package requires that you code a log-density function of the posterior in Julia. Derivatives can be provided manually, or using automatic differentiation. Consequently, this package requires that the user is comfortable with the basics of the theory of Bayesian inference, to the extent of coding a (log) posterior density in Julia. This approach allows the use of standard tools like profiling and benchmarking to optimize its performance.

Features

  • The building blocks of the algorithm are implemented using a functional (non-modifying) approach whenever possible
  • Examples available
  • Derivatives can be provided manually, or using automatic differentiation
  • Robust dynamic Hamiltonian Monte Carlo methods (NUTS) in Julia
  • Modern version of the “No-U-turn sampler” in the Julia language
  • Standard tools like profiling and benchmarking to optimize its performance

Project Samples

Project Activity

See All Activity >

License

MIT License

Follow DynamicHMC

DynamicHMC Web Site

Other Useful Business Software
Go From AI Idea to AI App Fast Icon
Go From AI Idea to AI App Fast

One platform to build, fine-tune, and deploy ML models. No MLOps team required.

Access Gemini 3 and 200+ models. Build chatbots, agents, or custom models with built-in monitoring and scaling.
Try Free
Rate This Project
Login To Rate This Project

User Reviews

Be the first to post a review of DynamicHMC!

Additional Project Details

Programming Language

Julia

Related Categories

Julia Data Visualization Software

Registered

2023-11-16