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      <title>Introduction &#224; la POO - cours 1h</title>
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        <media:description type="plain">Cours d&amp;rsquo;une heure sur la programmation orient&#233;e, orient&#233; sur l&amp;rsquo;h&#233;ritage. Tentative de pr&#233;senter les choses un peu diff&#233;remment d&amp;rsquo;un cours acad&#233;mique standard.</media:description>
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      <title>Multi-criteria meta-parameter tuning for mono-objective stochastic metaheuristics</title>
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One of the main difficulties of applying a stochastic metaheuristics to an optimization problem is to choose the best parameter setting. Our work suggest that this can be considered as a bi-objective problem, where one try to optimize both speed and precision of the underlying algorithm. Moreover, this objective function is perturbated by noise, due to the stochastic nature of the metaheuristics, thus necessiting appropriate estimation of the measure bias. In this article, we propose to use bi-objective metaheuristic along with a simple method of noise estimation to find the Pareto front of the bests sets of parameters. The method has the advantages of: aggregating the several parameters of the studied metaheuristic into a single one, permitting to study their relative influence on its behavior and comparing several metaheuristics.]]>
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One of the main difficulties of applying a stochastic metaheuristics to an optimization problem is to choose the best parameter setting. Our work suggest that this can be considered as a bi-objective problem, where one try to optimize both speed and precision of the underlying algorithm. Moreover, this objective function is perturbated by noise, due to the stochastic nature of the metaheuristics, thus necessiting appropriate estimation of the measure bias. In this article, we propose to use bi-objective metaheuristic along with a simple method of noise estimation to find the Pareto front of the bests sets of parameters. The method has the advantages of: aggregating the several parameters of the studied metaheuristic into a single one, permitting to study their relative influence on its behavior and comparing several metaheuristics.]]>
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        <media:description type="plain">Johann Dr&#233;o, \&amp;quot;Multi-criteria meta-parameter tuning for mono-objective stochastic metaheuristics\&amp;quot;, 2nd International Conference on Metaheuristics and Nature Inspired Computing - 30 October 2008

One of the main difficulties of applying a stochastic metaheuristics to an optimization problem is to choose the best parameter setting. Our work suggest that this can be considered as a bi-objective problem, where one try to optimize both speed and precision of the underlying algorithm. Moreover, this objective function is perturbated by noise, due to the stochastic nature of the metaheuristics, thus necessiting appropriate estimation of the measure bias. In this article, we propose to use bi-objective metaheuristic along with a simple method of noise estimation to find the Pareto front of the bests sets of parameters. The method has the advantages of: aggregating the several parameters of the studied metaheuristic into a single one, permitting to study their relative influence on its behavior and comparing several metaheuristics.</media:description>
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One of the main difficulties of applying a stochastic metaheuristics to an optimization problem is to choose the best parameter setting. Our work suggest that this can be considered as a bi-objective problem, where one try to optimize both speed and precision of the underlying algorithm. Moreover, this objective function is perturbated by noise, due to the stochastic nature of the metaheuristics, thus necessiting appropriate estimation of the measure bias. In this article, we propose to use bi-objective metaheuristic along with a simple method of noise estimation to find the Pareto front of the bests sets of parameters. The method has the advantages of: aggregating the several parameters of the studied metaheuristic into a single one, permitting to study their relative influence on its behavior and comparing several metaheuristics.</media:text>
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        <![CDATA[<img src="http://cdn.slidesharecdn.com/enpcdromtaheuristiquescours-1209408635611744-9-thumbnail-2?1209401437" alt ="" style="border:1px solid #C3E6D8;float:right;" /><br> 3 heures de cours d\&rsquo;introduction aux métaheuristiques. Le cours couvre de la conception à l\&rsquo;utilisation de ces algorithmes d\&rsquo;optimisation globale (généralement stochastiques). Présenté à l\&rsquo;École Nationale des Ponts et Chaussées en avril 2008.]]>
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      <pubDate>Mon, 28 Apr 2008 16:50:37 GMT</pubDate>
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        <media:description type="plain">3 heures de cours d\&amp;rsquo;introduction aux m&#233;taheuristiques. Le cours couvre de la conception &#224; l\&amp;rsquo;utilisation de ces algorithmes d\&amp;rsquo;optimisation globale (g&#233;n&#233;ralement stochastiques). Pr&#233;sent&#233; &#224; l\&amp;rsquo;&#201;cole Nationale des Ponts et Chauss&#233;es en avril 2008.</media:description>
        <media:text type="html">&lt;img src=&quot;http://cdn.slidesharecdn.com/enpcdromtaheuristiquescours-1209408635611744-9-thumbnail-2?1209401437&quot; alt =&quot;&quot; style=&quot;border:1px solid #C3E6D8;float:right;&quot; /&gt;&lt;br&gt; 3 heures de cours d\&amp;rsquo;introduction aux m&#233;taheuristiques. Le cours couvre de la conception &#224; l\&amp;rsquo;utilisation de ces algorithmes d\&amp;rsquo;optimisation globale (g&#233;n&#233;ralement stochastiques). Pr&#233;sent&#233; &#224; l\&amp;rsquo;&#201;cole Nationale des Ponts et Chauss&#233;es en avril 2008.</media:text>
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