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@gamma-opt

Gamma-Opt

Group of Applied Mathematical Modeling and Optimisation

Pinned

  1. DecisionProgramming.jl is a Julia package for solving multi-stage decision problems under uncertainty, modeled using influence diagrams. Internally, it relies on mathematical optimization. Decision…

    Julia 23 4

  2. Lecture notes for Linear and Nonlinear optimisation.

    Jupyter Notebook 9 6

  3. Transmission capacity expansion model implemented as linear optimization model in Julia using JuMP.

    Julia 3 3

Repositories

Showing 10 of 25 repositories
  • optimisation-notes Public

    Lecture notes for Linear and Nonlinear optimisation.

    Jupyter Notebook 9 6 0 0 Updated Sep 28, 2023
  • TeX 0 MIT 2 0 0 Updated Sep 18, 2023
  • WOI_UFSCar2023 Public

    Short course on opt under uncertainty @ UFSCar 2023

    Jupyter Notebook 2 MIT 0 0 0 Updated Aug 22, 2023
  • MESSO Public

    Modeling Energy Systems using SpineOpt

    Python 1 0 0 0 Updated Aug 15, 2023
  • ML_as_MO Public

    This repository contains the implementation of the conversion of Neural Networks and Decision Trees to the Mathematical Optimisation Problems

    Jupyter Notebook 0 MIT 0 0 0 Updated Aug 15, 2023
  • OfferStrategyOptimisation.jl Public

    Offer strategy optimisation model for energy and reserve markets implemented as a mixed-integer program in Julia using JuMP.

    Julia 0 MIT 0 0 0 Updated Jul 6, 2023
  • EnergySystemModeling.jl Public

    Transmission capacity expansion model implemented as linear optimization model in Julia using JuMP.

    Julia 3 MIT 3 0 0 Updated Jun 30, 2023
  • Website Public

    📝 Easily create a beautiful website using Academic, Hugo, and Netlify

    TeX 0 MIT 6,198 0 0 Updated May 31, 2023
  • CourseParser.jl Public

    Parsing scripts for courses. Convert .jl into jupyter notebooks.

    Julia 0 MIT 0 0 0 Updated May 10, 2023
  • DecisionProgramming.jl Public

    DecisionProgramming.jl is a Julia package for solving multi-stage decision problems under uncertainty, modeled using influence diagrams. Internally, it relies on mathematical optimization. Decision models can be embedded within other optimization models.

    Julia 23 MIT 4 9 3 Updated May 9, 2023

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