Data Structures Maxima
Identifieur interne : 00D742 ( Main/Exploration ); précédent : 00D741; suivant : 00D743Data Structures Maxima
Auteurs : G. Louchard ; C. Kenyon ; R. SchottSource :
English descriptors
Abstract
This paper concerns the maximum size reached by a dynamic data structure over a long period of time. The notion of ``maximum'' is basic to resource preallocation. The expected value of the maximum size had already been studied with elementary methods. Our goal here is two-fold\, : \begin{itemize} \item[-] Derive more precise asymptotic expressions for the expected maximum (with lower order terms). \item[-] When possible, find the whole distribution of the maximum size. \end{itemize}
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Le document en format XML
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<front><div type="abstract" xml:lang="en" wicri:score="627">This paper concerns the maximum size reached by a dynamic data structure over a long period of time. The notion of ``maximum'' is basic to resource preallocation. The expected value of the maximum size had already been studied with elementary methods. Our goal here is two-fold\, : \begin{itemize} \item[-] Derive more precise asymptotic expressions for the expected maximum (with lower order terms). \item[-] When possible, find the whole distribution of the maximum size. \end{itemize}</div>
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