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Prize-Collecting Steiner Tree problem solved with Ant-Colony Optimization

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Prize Collecting Steiner Tree based on Ant Colony Optimization

Prize-Collecting Steiner Tree (PCSTP) [1] problem solved with Ant-Colony Optimization for the discipline of Metaheuristics in Combinatorial Optimization of master degree at PESC - UFRJ.

In this Project an ACO algorithm was developed and compared with NetworkX Implementation [2] and also a Greedy Heuristic based on shortest path between terminals pairs.

Repository Structure

.
├── notebooks      # Directory with Jupyter Notebooks files
├── data           # Directory with PCSTP instances
├── experiments    # Directory with scripts to run experiments in parallel
├── pcstp          # Base directory for all implementation
│   ├── instances  # Module with scripts to parse instance files, and also generate instances.
│   ├── solver     # Module with ACO and Greedy Heuristic implementation
│   ├── utils      # Module with auxiliary files such as scripts to draw graphs and also to preprocess graphs before calling the solvers.
└── README.md

Instructions

In order to run all experiments, first clone the project:

$ git clone https://github.com/viniciusdsmello/prize-collecting-steiner-tree.git

After that, it will be needed to create a Python Virtual Environment to install all required packages.

$ pip install -r requirements

With all packages installed, the experiments can be executed through Jupyter notebooks located at notebooks/ directory or through scripts at experiments/ directory.

Requirements

This project was developed to work with Python 3.7+, and all packages required to run the experiments are listed in requirements.txt file.

Refereces

  1. The Prize-Collecting Steiner Tree Problem - https://homepage.univie.ac.at/ivana.ljubic/research/pcstp/#:~:text=Definition%3A,needed%20to%20establish%20the%20network.
  2. NetworkX Approximation to Steiner Tree - https://networkx.org/documentation/stable/reference/algorithms/generated/networkx.algorithms.approximation.steinertree.steiner_tree.html

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