Computing the guesswork in the presence of quantum side information

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

Bayesian Safety Signal Detection in Julia

Importers for the BaseModelica standard into the Julia ModelingToolkit ecosystem

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Optimal presentation schedules using binary optimization, in Julia via JuMP.

Visualization of model calibration

Code for cosmological SFB analysis.

A Julia package for reading molecular dynamics simulation trajectories.

Real-time underwater acoustic simulator

A powerful, no code solution for control and systems engineering

An MPI-parallel implementation of the Healpix tessellation scheme in Julia

Mappings between different systems for classifying medications

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

I/O interface for astrophysical simulation codes

Numerical bifurcation analysis for delay differential equations

Julia tools for working with FIRI ionosphere profiles.

MQLib wrapper for JuMP

A Julia package for lazy banded matrices

Ocean components for the PALEO biogeochemical framework

A unified interface to generate various 1D basic and composite grids and their manipulation functions.

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Julia code for general and low-rank semidefinite optimization

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

Julia Package for Active Inference

Nonlocal Electrostatics in Structured Solvents

Julia bindings for the Vega visualization grammar

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GridArrays associates an array of grid points with a domain

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

🏔️⛷️ ManoptExamples.jl – A collection of research and tutorial example problems for Manopt.jl

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

Reliability-based optimization

DFTforge

Slice sampling algorithms in Julia

Economic simulation tools

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An iteractive DynamicGrids.jl UI for Jupyter, atom, desktop and the web.

Julia implementation of the ISOKANN algorithm for the computation of invariant subspaces of Koopman operators