Proceedings of the Companion Publication of the 2015 Annual Conference on Genetic and Evolutionary Computation 2015
DOI: 10.1145/2739482.2764887
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Various Degrees of Steadiness in NSGA-II and Their Influence on the Quality of Results

Abstract: Steady-state evolutionary algorithms are often favoured over generational ones due to better scalability in parallel and distributed environments. However, in certain conditions they are able to produce results of better quality as well.We consider several ways to introduce various "degrees of steadiness" in the NSGA-II algorithm, some of which have not been known in literature, and show experimentally (on a corpus of 21 test problems) the presence of a general trend: algorithms with more steadiness yield bett… Show more

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Cited by 5 publications
(4 citation statements)
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“…In the EMO literature, there exists many algorithms based on the steadystate evolution model (e.g., [9]- [16]). In some recent studies (e.g., [8], [17], and [18]), the steady-state EMO algorithm has shown better performance, in terms of convergence and diversity, than its generational counterparts on some problems. To our best knowledge, most, if not all, studies on the NDS are discussed in the context of a generational evolution model, whereas few have considered the situation for a steady-state evolution model yet.…”
mentioning
confidence: 99%
“…In the EMO literature, there exists many algorithms based on the steadystate evolution model (e.g., [9]- [16]). In some recent studies (e.g., [8], [17], and [18]), the steady-state EMO algorithm has shown better performance, in terms of convergence and diversity, than its generational counterparts on some problems. To our best knowledge, most, if not all, studies on the NDS are discussed in the context of a generational evolution model, whereas few have considered the situation for a steady-state evolution model yet.…”
mentioning
confidence: 99%
“…In particular, the multi-objective algorithms (NS-LC, SS-LC, NSS-LC, NS-SS-LC) use an improved version of NSGA-II for steady-state implementations [39]. There are three main reasons behind this choice: first, for fair comparisons with the baselines used in this work (NS, SS, NSS) which use a steady state implementation for the maze navigation testbed [2], [7], [20]; second, due to evidence in [46] that the generational counterpart of novelty search does not perform equally well in a maze navigation scenario, likely due to a "less informative gradient" for novelty search given by a generational reproduction mechanism [26]; third, due to arguments in recent studies [47]- [49] that a steady-state multi-objective implementation can be beneficial in terms of convergence and diversity for particular problems. Based on these studies we assume that a steady state implementation is more suitable for the maze navigation testbed.…”
Section: Discussionmentioning
confidence: 99%
“…In this paper we have used the tree structure for the set of fronts and the solutions inside the fronts are considered in linear manner. It would be interesting to see whether the tree structure in the fronts can improve the number of dominance comparison as done in [22], [30].…”
Section: S O R T I N Gmentioning
confidence: 99%