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    Chants en partage. Rapport de recherche

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    International audienc

    SUMP PLUS Governance tools : questionnaire and users' guide

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    Developed throughout the SUMP PLUS Project (2019-2022). Contribution to the CityConsult AngencyThese tools provide an opportunity for cities to self-examine existing structures and resources and what is lacking to achieve transformative change and deliver on their sustainable mobility goals. As a result, cities will be better equipped to develop strategies to overcome such barriers and know where to focus their efforts

    LA SIBÉRIE SOUS LA DOMINATION RUSSE

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    Cet article s'appuie principalement sur l'étude de A.V. Remnev sur le statut de la Sibérie sous l'Empire russe et sur les ouvrages de O.E. Çarkov sur l'histoire de la Yakoutie (peuple Sakha), qui contiennent d'abondants éléments factuels de réflexion

    : Rapport pour le Haut Commissariat au Plan

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    Nonlinear Dynamics in Complexity Quantification

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    Chaotic systems which are due to nonlinearity have attracted a great concern in the current world and chaotic models. Systems for a wide range of operation conditions have their application in almost all branches of engineering and science. In the history of chaotic studies and nonlinearity, many different but co-existent phases can be distinguished [1]. In the initial phase, chaos was considered as a deterministic regime which, most probably, was responsible for the variations that was regarded as noise and thus was being modeled as a stochastic process. In the second phase, it was of great significance to establish criteria for detecting chaotic dynamics and thus establishing dynamical invariants which were necessary in quantifying chaos. The third step which was to develop machine learning models which could learn the dynamics and chaos from the data of the strange attractor [2]. With respect to this aspect, various model structures were developed and investigated on their ability to detect chaos from a given set of data [3]. These model structures included radial basis functions, and local linear mapping among others. The third phase is currently being investigated together with other issues surrounding nonlinear dynamics and chaos, for instance in noise reduction and control, among other issues

    Repository Guidelines

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    This document, prepared by the Data Strand of the PARSEC project funded by the Belmont Forum, provides guidelines for researchers about the importance and benefits of data repositories, the risks if you choose the wrong repository for your data, suggestions for selection of the right, TRUSTed repository and where to find them

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