No label defined (Q3696570)

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Revision as of 10:40, 22 November 2021 by DG Regio (talk | contribs) (‎Created claim: summary (P836): The project concerns the welcome of Daniel LEIVANT, Professor at the University of Indiana (Bloomington) in the United States, at the Lorrain Laboratory of Research in Informatics and its Applications (LORIA) for a period of one year. Over the past two years, Daniel LEIVANT’s work has influenced and irrigated research in implicit complexity. The purpose of implicit complexity is to develop analytical models of computer-based calculations, taking...)
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Project Q3696570 in France
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Project Q3696570 in France

    Statements

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    27,455.0 Euro
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    54,910.0 Euro
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    50.0 percent
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    1 October 2015
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    30 June 2017
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    Université de Lorraine
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    Le projet concerne l’accueil de Monsieur Daniel LEIVANT, Professeur à l'Université d'Indiana (Bloomington) aux Etats-Unis, au Laboratoire Lorrain de Recherche en Informatique et ses Applications (LORIA) pour une durée d’un an. Au cours des deux dernières années, le travail de Daniel LEIVANT a influencé et irrigué la recherche en complexité implicite. La complexité implicite a pour objectif de développer des modèles analytiques des calculs sur ordinateur en prenant en compte les ressources nécessaires à ces calculs. Ces travaux permettent à la fois d’essayer de répondre aux conjectures fondamentales de la théorie de la complexité et à la fois à fournir des systèmes de programmation ou de preuve qui intègrent la notion de ressources. (French)
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    The project concerns the welcome of Daniel LEIVANT, Professor at the University of Indiana (Bloomington) in the United States, at the Lorrain Laboratory of Research in Informatics and its Applications (LORIA) for a period of one year. Over the past two years, Daniel LEIVANT’s work has influenced and irrigated research in implicit complexity. The purpose of implicit complexity is to develop analytical models of computer-based calculations, taking into account the resources required for these calculations. This work allows both to try to respond to the fundamental conjectures of the theory of complexity and both to provide programming or evidence systems that integrate the notion of resources. (English)
    22 November 2021
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    Identifiers

    LO0007486
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