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DecomposingPolynomialSystems.jl is a Julia package that decomposes (simplifies) a given polynomial system using tools from numerical algebraic geometry.

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Specifying models with syntax trees

ACSets: Algebraic databases as in-memory data structures

Bayesian inference on wiring diagrams.

ParameterEstimation.jl is a Julia package for estimating parameters and initial conditions of ODE models given measurement data.

Gaussian Mixture Model Parameter Estimation

Convert between graphs defined in Graphs and SimpleGraphs

Julia package to do symbolic spin adapted second quantization.

A Julia package that implements a category of reaction (transportation) network-type dynamical systems.

Reinforcement learning, compositionally

A package for finding real roots of systems of polynomial equations using polyhedral homotopy.

Implementations of algebraic rewriting techniques like DPO, SPO, SqPO.

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Regulatory networks

Tools to specify and simulate individual based models, using applied category theory

A Julia package for solving nonlinear differential equations using the harmonic balance method.

Simulate Machine Learning-based Business Processes in Julia

Enumerate models of finite limit sketches up to isomorphism

Automorphism groups for CSets - generalizing the nauty algorithm to a broad class of data structures

A framework for composing and simulating multiphysics systems

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A graphical editor for graph-like structures

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Implicitly defined graphs (possibly infinite)

Simplicial sets and other combinatorial models of geometric spaces

A Julia implementation of several tools for solving school-choice problems and computing equilibria in nonatomic school-choice markets.

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A repository for adaptive transport maps

Build Petri net models compositionally

Relational Algebra, now with more algebra!

Building dynamical systems compositionally

The Fresa Julia package for black-box optimization

Julia package for recovering stratified spaces underlying point clouds.