Scale-free small world No free lunch theorem Internet The ‘no free lunch theorem ’ claims that for the set of all problems no algorithm performs better than random search and, thus, selection can be advantageous only on a limited set of problems. In this paper we investigate how the topo-logical structure of the environment infl uences algorithmic effi ciency. We study the performance of algorithms, using selective learning, reinforcement learning, and their combinations, in random, scale-free, and scale-free small world (SFSW) environments. The learning problem is to search for novel, not-yet-found infor-mation. We ran our experiments on a large news site and on its downloaded portion. Controlled experiments were performed on this down...
A sizable amount of research has been done to improve the mechanisms for knowledge extraction such a...
The No Free Lunch theorem (NFL) asks some serious questions to researchers interested in search pr...
AbstractThe No Free Lunch (NFL) theorem due to Wolpert and Macready (IEEE Trans. Evol. Comput. 1(1) ...
Abstract. In this paper we compare our selection based learning algo-rithm with the reinforcement le...
International audienceThe problem of content search through comparisons has recently received consid...
We show that all algorithms that search for an extremum of a cost function per-form exactly the same...
International audienceThis paper analyses extensions of No-Free-Lunch (NFL) theorems to countably in...
In a graph with a "small world" topology,nodes are highly clustered yet the path length b...
Wolpert and Macready’s No Free Lunch theorem proves that no search algorithm is better than any othe...
Abstract — The No-Free-Lunch (NFL) Theorem provides a fundamental limit governing all optimization/s...
[...] Thus not only our reason fails us in the discovery of the ultimate connexion of causes and eff...
The No-Free-Lunch (NFL) Theorem provides a fundamental limit governing all optimization/search algor...
The No Free Lunch theorems are often used to argue that domain specific knowledge is required to des...
Abstract—The problem of content search through comparisons has recently received considerable attent...
The No Free Lunch theorems are often used to argue that domain specific knowledge is required to des...
A sizable amount of research has been done to improve the mechanisms for knowledge extraction such a...
The No Free Lunch theorem (NFL) asks some serious questions to researchers interested in search pr...
AbstractThe No Free Lunch (NFL) theorem due to Wolpert and Macready (IEEE Trans. Evol. Comput. 1(1) ...
Abstract. In this paper we compare our selection based learning algo-rithm with the reinforcement le...
International audienceThe problem of content search through comparisons has recently received consid...
We show that all algorithms that search for an extremum of a cost function per-form exactly the same...
International audienceThis paper analyses extensions of No-Free-Lunch (NFL) theorems to countably in...
In a graph with a "small world" topology,nodes are highly clustered yet the path length b...
Wolpert and Macready’s No Free Lunch theorem proves that no search algorithm is better than any othe...
Abstract — The No-Free-Lunch (NFL) Theorem provides a fundamental limit governing all optimization/s...
[...] Thus not only our reason fails us in the discovery of the ultimate connexion of causes and eff...
The No-Free-Lunch (NFL) Theorem provides a fundamental limit governing all optimization/search algor...
The No Free Lunch theorems are often used to argue that domain specific knowledge is required to des...
Abstract—The problem of content search through comparisons has recently received considerable attent...
The No Free Lunch theorems are often used to argue that domain specific knowledge is required to des...
A sizable amount of research has been done to improve the mechanisms for knowledge extraction such a...
The No Free Lunch theorem (NFL) asks some serious questions to researchers interested in search pr...
AbstractThe No Free Lunch (NFL) theorem due to Wolpert and Macready (IEEE Trans. Evol. Comput. 1(1) ...