experiments/GECCO2018/postmortem.md

Comparison of SI approaches for 3-GCP -- A postmortem

Submitted for GECCO2018, Accepted as a poster

Outline

This paper compare 4 swarm intelligence approaches (ABC, CS, FFA, PSO) for solving the 3-GCP problem. The four approaches try to minimize the number of violations in the 3-coloring of a graph.

The algorithms are tested using the parameters suggested by the literature, as well as parameters suggested by the application of the iRACE script. The results highlight the differences in performances of the two parameter sets, and allow some discussion about how sensitive each algorithms is to parameter setting.

This paper was a preparation for a wider study on a component-based approach for Bio-inspired algorithms.

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Reviewer Comments

Two reviewers argued that messed up the problem definition. The Graph Coloring Problem can be seen as an optimization problem (find a minimum number of colors to colorize a certain graphs) or a decision problem (decide whether a graph is colorable or not). In this paper, it was not clear whether we were going for A or for B.

The reviewers suggested that meta-heuristics are better suited for treating the GCP as a minimization problem, and using it this way allows/requires us to use both solvable and insolvable graph instances.

It was suggested that we use DIMACs benchmarks for graphs problems in addition to the generated benchmarks that we used.

One reviewer was really mad that we didn't add ACO

TODO



caranha/EvoGCP documentation built on May 3, 2021, 3:40 p.m.