A literature survey of benchmark functions for global optimisation problems

By Momin Jamil, Xin-She Yang. Int. J. Math. Model. Numer. Optimisation, 2013

1,418 citations recorded by the source corpus.

Test functions are important to validate and compare the performance of optimisation algorithms. There have been many test or benchmark functions reported in the literature; however, there is no standard list or set of benchmark functions. Ideally, test functions should have diverse properties to be truly useful to test new algorithms in an unbiased way. For this purpose, we have reviewed and compiled a rich set of 175 benchmark functions for unconstrained optimisation problems with diverse properties in terms of modality, separability, and valley landscape. This is by far the most complete set of functions so far in the literature, and it can be expected that this complete set of functions can be used for validation of new optimisation in the future.

Subfields: Artificial Intelligence, Computational Theory and Mathematics, Numerical Analysis

View Paper: https://www.semanticscholar.org/paper/ae3ebe6c69fdb19e12d3218a5127788fae269c10

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In Artificial Intelligence

  1. Kashif Hussain
  2. Swagatam Das
  3. Shi Cheng
  4. M. N. Mohd Salleh
  5. Mahdi Azizi
  6. Absalom El-Shamir Ezugwu
  7. Laith Mohammad Abualigah
  8. Yuhui Shi

In Computational Theory and Mathematics

  1. Kashif Hussain
  2. Mahdi Azizi
  3. Swagatam Das
  4. Laith Mohammad Abualigah
  5. Shi Cheng
  6. M. N. Mohd Salleh
  7. Yuhui Shi
  8. M. N. Ab Wahab

In Numerical Analysis

  1. Absalom El-Shamir Ezugwu
  2. Olaide Nathaniel Oyelade
  3. Kusum Deep
  4. Swagatam Das
  5. Tehnan I. A. Mohamed
  6. Laith Mohammad Abualigah

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