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Identifying Properties of Real-World Optimisation Problems through a Questionnaire

arXiv (Cornell University)

Abstract

Optimisation algorithms are commonly compared on benchmarks to get insight into performance differences. However, it is not clear how closely benchmarks match the properties of real-world problems because these properties are largely unknown. This work investigates the properties of real-world problems through a questionnaire to enable the design of future benchmark problems that more closely resemble those found in the real world. The results, while not representative as they are based on only 45 responses, indicate that many problems possess at least one of the following properties: they are constrained, deterministic, have only continuous variables, require substantial computation times for both the objectives and the constraints, or allow a limited number of evaluations. Properties like known optimal solutions and analytical gradients are rarely available, limiting the options in guiding the optimisation process. These are all important aspects to consider when designing realistic benchmark problems. At the same time, the design of realistic benchmarks is difficult, because objective functions are often reported to be black-box and many problem properties are unknown. To further improve the understanding of real-world problems, readers working on a real-world optimisation problem are encouraged to fill out the questionnaire: https://tinyurl.com/opt-survey

Authors 8

  1. Leiden University

    Affiliation as printed

    Leiden University , Leiden , The Netherlands ,

  2. Centrum Wiskunde & Informatica

    Affiliation as printed

    Centrum Wiskunde & Informatica , Amsterdam , The Nederlands ,

  3. Affiliation as printed

    modl.ai , Copenhagen , Denmark

  4. Affiliation as printed

    Mariapia Marchi ESTECO SpA , Trieste , Italy,

  5. Osaka Prefecture University

    Affiliation as printed

    Osaka Prefecture University , Sakai , Osaka , Japan,

  6. TH Köln - University of Applied Sciences · Jožef Stefan Institute

    Affiliation as printed

    TH Köln , Gummersbach , Germany,

    Tea Tušar Jožef Stefan Institute , Ljubljana , Slovenia,

  7. Japan Aerospace Exploration Agency

    Affiliation as printed

    Akira Oyama Japan Aerospace Exploration Agency , Sagamihara , Japan,

    Mariapia Marchi ESTECO SpA , Trieste , Italy,

  8. Affiliation as printed

    Mariapia Marchi ESTECO SpA , Trieste , Italy,

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