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''The local optimum is a solution to an optimization problem for which the value of the objective function is better than other solutions in the immediate vicinity but are not necessarily the best overall. It influences the performance and robustness of local search algorithms.'' | ''The local optimum is a solution to an optimization problem for which the value of the objective function is better than other solutions in the immediate vicinity but are not necessarily the best overall. It influences the performance and robustness of local search algorithms.'' | ||
''Local optima can be classified into two categories: local minima and local maxima.'' | |||
== Source == | == Source == | ||
Version du 15 novembre 2024 à 16:21
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Définition
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Français
Optimum local
Anglais
Local Optimum
The local optimum is a solution to an optimization problem for which the value of the objective function is better than other solutions in the immediate vicinity but are not necessarily the best overall. It influences the performance and robustness of local search algorithms.
Local optima can be classified into two categories: local minima and local maxima.
Source
Contributeurs: Arianne
