Are Genetic Algorithms Function Optimizers?
By Kenneth De Jong. 1992
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- Agoston E. Eiben
- P. Husbands
- Jun Zhang
- Andrea Soltoggio
- Z. Michalewicz
- Jim E. Smith
- Mahmood Sharif
- Inman R. Harvey
Citations in the corpus
- Accessorize to a Crime: Real and Stealthy Attacks on State-of-the-Art Face Recognition (2016, background): “…over other black-box optimization meth-ods such as surrogate models [3]—which require that the adversary has the training data and enough computational resources to train an effective surrogate—and genetic algorithms [2]—which though similar to PSO are much less computationally efficient [15, 34].”
- Clustering-Based Adaptive Crossover and Mutation Probabilities for Genetic Algorithms (2007, methodology): “Among various evolutionary computation methods (ECM), genetic algorithms (GA), which have been applied to many optimization problems [7], [8], employ a random, yet directed, search for locating the global optimal solution.”
- From evolutionary computation to the evolution of things (2015, background): “Nevertheless, it is important to understand that EAs are not optimizers 26 , but ‘approximizers’, and they are not optimal since we might not know whether a good evolved solution is the best possible.”
- Evolutionary robotics: the Sussex approach (1997, background): “However, recently concerns have been voiced [12] to the e(cid:11)ect that GAs, when originally proposed by Holland [21], were intended as algorithms for complex adaptive systems, and their use for function optimisation is perhaps not best suited to their strengths.”
- An Overview of Evolutionary Algorithms for Parameter Optimization (1993, background): “…should emphasize their parameter optimization properties or alternatively their more general adaptive capabilities is still ongoing (i.e., De Jong 1992), and it is clear that they benefit from a broad range of possible applications even in combinatorial optimization (due to the discrete…”
- Derivative-free optimization: a review of algorithms and comparison of software implementations (2012, background): “Bethke [18] extended genetic algorithms to continuous problems by representing continuous variables by an approximate binary decomposition.”
- Genetic Algorithms + Data Structures = Evolution Programs (1996, background): “This phenomenon is called deception [38], [154]: some building blocks (short, low-order schemata) can mislead genetic algorithm and cause its convergence to suboptimal points.”