SHoltzen / diceLinks
Exact inference for discrete probabilistic programs. (Research code, more documentation and ergonomics to come)
☆84Updated 3 months ago
Alternatives and similar repositories for dice
Users that are interested in dice are comparing it to the libraries listed below
Sorting:
- Probabilistic programming system for fast and exact symbolic inference☆80Updated 11 months ago
- Convex optimization modeling in Lean 4☆47Updated last year
- ☆25Updated last week
- Logic Circuits from the Juice library☆48Updated last year
- GAP package for Hierarchical Composition and Decomposition of Permutation Groups and Transformation Semigroups☆19Updated this week
- Performant and safe knowledge compilation in rust☆27Updated 2 weeks ago
- Implementation of higher-order logic in Python☆65Updated 2 years ago
- A Haskell probabilistic programming library.☆19Updated last month
- Probabilistic Answer Set Programming and Probabilistic SAT solving, based on Differentiable Satisfiability☆64Updated 11 months ago
- Probabilistic Circuits from the Juice library☆106Updated last year
- ☆27Updated 3 years ago
- Building dynamical systems compositionally☆71Updated 8 months ago
- ☆14Updated 2 years ago
- ProbZelus is a library to extends the synchronous programming language Zelus with probabilistic programming.☆48Updated last year
- Compiler with automatic differentiation☆48Updated last year
- ☆18Updated 3 years ago
- ☆21Updated last year
- Materials for the course "theorem prover lab: applications in programming languages" at KIT, SS2021 edition☆50Updated 3 years ago
- A Foreign Function Interface (FFI) to cvc5 solver in Lean.☆17Updated 3 weeks ago
- Python talking to the Lean theorem prover☆44Updated 3 years ago
- ☆49Updated 2 years ago
- Learning Algebraic Varieties from Samples☆24Updated last year
- Experimentation framework for Popper☆23Updated last year
- Template for blueprint-driven formalization projects in Lean.☆57Updated this week
- ☆47Updated last year
- Very controlled natural language tactics for Lean☆64Updated last year
- Probabilistic programming with programmable variational inference.☆20Updated last year
- Probabilistic Circuits in Julia☆10Updated last year
- ☆37Updated 7 months ago
- ☆11Updated 7 years ago