Extension of JuMP to model decomposable mathematical programs (using Benders or Dantzig-Wolfe decomposition paradigm)
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Optimization Problems for Julia
Abstract operators for large scale optimization in Julia
Julia's CUTEst Interface
Polyhedral Computation Interface
Create NLPModels with JuMP
Tools for developing nonlinear optimization solvers.
A Julia package for disciplined convex programming
JuMP-based toolbox for solving bilevel optimization problems
Trust-region methods with partitioned quasi-Newton approximations
DecisionProgramming.jl is a Julia package for solving multi-stage decision problems under uncerta...
Factorization of Symmetric Matrices
Linear Operators for Julia
Data structures for linear and quadratic optimization problems based on NLPModels.jl
Benchmarks for decision-focused learning
Julia modeling interface to parallel decomposition solver DSP