100 research outputs found

    J. Pradier, Correspondance

    No full text
    Gaudon Sheila. J. Pradier, Correspondance. In: Romantisme, 1985, n°49. L'imaginaire du romantisme anglais. pp. 120-123

    V. Hugo, Le Rhin, éd. p. J. Gaudon

    No full text
    Leuilliot Bernard. V. Hugo, Le Rhin, éd. p. J. Gaudon. In: Romantisme, 1985, n°49. L'imaginaire du romantisme anglais. pp. 115-118

    « Le Rhin », exposition et catalogue p.p. J. Gaudon

    No full text
    Neefs Jacques. « Le Rhin », exposition et catalogue p.p. J. Gaudon. In: Romantisme, 1985, n°49. L'imaginaire du romantisme anglais. pp. 118-119

    V. Hugo, Le Rhin, éd. p. J. Gaudon

    No full text
    Leuilliot Bernard. V. Hugo, Le Rhin, éd. p. J. Gaudon. In: Romantisme, 1985, n°49. L'imaginaire du romantisme anglais. pp. 115-118

    Victor Hugo, Correspondance familiale, Volume I, 1802- 1828, ; volume П, 1828- 1839, éd. J. et Sh. Gaudon, B. Leuilliot

    No full text
    Spiquel Agnès. Victor Hugo, Correspondance familiale, Volume I, 1802- 1828, ; volume П, 1828- 1839, éd. J. et Sh. Gaudon, B. Leuilliot. In: Romantisme, 1991, n°74. Rire et rires. pp. 117-119

    Victor Hugo, Correspondance familiale, Volume I, 1802- 1828, ; volume П, 1828- 1839, éd. J. et Sh. Gaudon, B. Leuilliot

    No full text
    Spiquel Agnès. Victor Hugo, Correspondance familiale, Volume I, 1802- 1828, ; volume П, 1828- 1839, éd. J. et Sh. Gaudon, B. Leuilliot. In: Romantisme, 1991, n°74. Rire et rires. pp. 117-119

    Ce que disent les tables parlantes : Victor Hugo à Jersey. /

    No full text
    Ecole des Hautes Etudes de Gan

    Generic consulting contract with Creative Commons license provision

    No full text
    <p>LogicalOutcomes, a Canadian nonprofit that develops open source and open access tools for evaluation and monitoring, earns its income through paid consulting projects. Many consulting clients request full and exclusive ownership of any work that is developed during a project funded by them. We believe that this approach to contracting creates barriers to collaboration and sharing. </p> <p>The attached contract template includes a section on proprietary rights that cites Creative Commons licensing of work products. The template may be helpful for other nonprofits and consulting groups who are developing open tools.  </p> <p>Proprietary Rights</p> <p>[CLIENT] will have full rights and joint ownership over any templates, reports, or otherwise (collectively hereinafter “Work Products”) produced by LogicalOutcomes as result of or in connection with this Contract and under the terms of the Creative Commons Attribution License 4.0 International, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.</p> <p>To the extent that [CLIENT] provided data is used to create the Work Product, joint ownership shall be construed to mean ownership by [CLIENT] and LogicalOutcomes of the Work Product created by LogicalOutcomes and excluding any [CLIENT] provided data. For the avoidance of doubt, any [CLIENT] data which forms a part of the Work Product created under this Contract, remains the property or licensed property of [CLIENT] and may not be used, transferred, sub-licensed, distributed or reproduced by LogicalOutcomes for any purpose other than the activities in the Statement of Work.</p&gt

    Determination of the characteristics of agglomerates in aqueous suspensions using nonlinear optimization

    No full text
    International audienceMeasurement of characteristics of particles in suspensions without dilution has a practical interest in formulation, mineral processing, material sciences and environmental technologies. These characteristics are the size, shape, and surface properties of the primary particles, and also the size, structure and the number of primary particles in the agglomerates. In this work, the multiple light-scattering model through the optical analyzer, Turbiscan MA 2000 is used to determine the mean settling velocities of monodisperse glass beads and two polydisperse samples of powders, kaolin D and alumina, differing by their particle size distribution, their shape and their surface properties. Beyond the experimental validation of theoretical and empirical predictions, the nonlinear adjustment of experimental settling data gives the number of primary particles per agglomerate and the agglomerate size. These two characteristics lead to the determination of the fractal dimension of the agglomerates. The latter was found in the range of 2.5-2.7 for all suspensions examined. The calculation of permeability and spherical factor reveals the nonspherical impermeable agglomerates
    corecore