A toolkit for the quantum and classical Dicke model in Julia.

Save videos from Julia

A collection of functions based around Markov chains.

Quantum mechanical few body systems in Julia

ChordalGraph is an extension of the Julia package Graphs to handle chordal graphs.

A collection of standard measures of poverty and inequality for microsimulation models.

Point-based value iteration solver for POMDPs

Implements a generic Inverted Index data structure for full text search and other kinds of search domains

Jet operator pack for seismic modeling dependent on WaveFD.jl. Part of the COFII framework.

High performance hybrid Monte Carlo simulation

Tests for constraint-based metabolic models

Algorithms for performing angular differential imaging (ADI)

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Extension of `Graphs.jl` to graphs with named vertices.

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Bayesian addition to Flux.jl

An unofficial implementation of publicly available approximated polynomial models for NASA's Generic Transport Model aircraft.

Modular framework for cut pruning algorithms

A Poker hand evaluator, with Texas hold 'em in mind.

Julia implementation of Factored Spectrally Transformed Linear Mixed Models

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Counterfactual Regret Minimization Game solution methods for Julia

Basic top-down and bottom-up chart parsing for context-free grammars in Julia

Modular/extensible Julia library for Computer Adaptive Tests

Implementation of DDA and CEMD method in julia

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Plot critical difference diagrams in Julia

Pipeline for debiasing and improving error bar estimates for photometry on top of structured/filamentary background.

Julia wrapper for CDCS (https://github.com/oxfordcontrol/CDCS/)

The base package for AutoMLPipeline.jl and TSML.jl

🌊 D-Wave Neal Simulated Annealing Interface for JuMP

Causal Inference using Gaussian Processes with Structured Latent Confounders. Estimate treatment effects with Gaussian processes.

A package to handle the domain of variables in JuliaConstraints packages.

Optimization of Energy Communities in Julia

Julia package for football analytics

A Julia package for modelling Algorithmic Recourse Dynamics.