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

Numerical bifurcation analysis for delay differential equations

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A dynamically-structured matrix population model

Benchmark BLAS Libraries

Astrophysical plotting interfaces for Julia

Implementation of the Gandhi, Navarro, Rievers (2020) production function estimator.

Implementations for some distributions using a consistent API and AD-friendly code.

Computing the guesswork in the presence of quantum side information

Example environments and tools for the TrajectoryGamesBase interface.

Implementation of The Cannon (Ness+ '15), a data-driven model for stellar spectra

Julia implementation of Bouman et al.'s edge camera algorithm

Algorithms for combinatorial optimisation: exact and approximate, including a few LP formulations

EDS spectrum analysis tools within the NeXL toolset

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Subspace Inference package for uncertainty analysis in deep neural networks and neural ordinary differential equations using Julia

Code for cosmological SFB analysis.

Thin-plate splines in Julia

MQLib wrapper for JuMP

A framework for multivariate functions together with constructors for schumaker splines, OLS, Chebyshev, MARS splines for approximation.

A Julia-powered toolkit for material point method

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A Julia interface to the SDPT3 solver

MFrontInterface provides Julia bindings to MFront via MFrontGenericInterfaceSupport

FMIBase.jl provides the foundation for the Julia packages FMIImport.jl and FMIExport.jl.

Statistical analyses for Bayesian workflows

Create grid mazes

Implementations of (soil) freezing characteristic curves, along with helpful tools for their optimization and inference, in Julia.

Julia code for computing monetary measures of risk, coherent or not

A Julia library for fitting DDMs to pulse-based evidence accumulations task data

Predefined environments and controllers for FlightSims.jl

A powerful, no code solution for control and systems engineering

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Julia code for general and low-rank semidefinite optimization

Reliability-based optimization

Computation and numerical approximation of survival signatures.

Bayesian Safety Signal Detection in Julia

[DEPRECATED: rendered useless by MathOptInterface.Bridges] A MathOptInterface extension for Semidefinite programming solvers

Solve Sudoku puzzles using integer programming