A forward McCormick operator library

Display utilities for phylogenetic trees and networks

Inference for diffusion processes with the use of `Guided Proposals`

Julia library for function approximation with compact basis functions

StateSpaceLearning.jl is a Julia package for time-series analysis using state space learning framework.

A Julia Library for DC to Daylight

A LightGraphs.jl compatible graph package for graphs with multiple vertex, edge and graph metadata.

A simple way to specify experiment configurations

Collection of Power Flow solution methods based on PowerSystems.jl

Intermediate wrapper of MOI for some linear quadratic solvers

A neural network accelerated solver for mixed-strategy solutions of trajectory games. Do you even lift?

Chaotic image processing tool

Kriging estimators for the GeoStats.jl framework

A computer algebra system for propositional logic

JSON Web Tokens (JWT) for Julia

Data structures for linear and quadratic optimization problems based on NLPModels.jl

A pure Julia implementation of the Targeted Minimum Loss-based Estimation

Some convenient hacks when using Nonconvex.jl.

Call Javascript libraries with ease

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A convenient package for working with time series (time-indexed arrays)

A package for computing surface fluxes between the atmosphere, ocean and land models.

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Generation of neutral landscapes in Julia.

A Julia package for interfacing with CQL compliant databases.

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Estimation for sharp regression discontinuity designs.

Coloring algorithms for sparse Jacobian and Hessian matrices

SossMLJ makes it easy to build MLJ machines from user-defined models from the Soss probabilistic programming language

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Interface between ControlSystems and ModelingToolkit

Nevanlinna analytic continuation

Test particle tracing in electromagnetic field

Nonconvex Exterior Point Operator Splitting

A simulation engine for models related to plants

Distances between N-dimensional images

IBM Quantum Experience Wrapper

Julia package for microstructure imaging

Efficient sparse modelling with JuMP

Solver for 1D nonlinear partial differential equations in Julia based on the collocation method of Skeel and Berzins and providing an API similar to MATLAB's pdepe