Bruant (Benoît), Hansi. L’artiste tendre et rebelle, Strasbourg

Universite De Strasbourg Ecole Doctorale Des Sciences De La Vie Et De La Sante These

Revision of Trichiscus benoît, 1956 (Hymenoptera, Bethylidae).

The species of the Afrotropical genus Trichiscus are revised. Fourteen species are recognized, two previously described species, T. wittei Benoît and T. suzannae Benoît, and twelve new: T. noorti sp. nov., T. denisi sp. nov., T. briani sp. nov., T. copelandi sp. nov., T. mourei sp. nov., T. lynnae sp. nov., T. normani sp. nov., T. luboi sp. nov., T. zuparkoi sp. nov., T. ohli sp. nov., T. camar...

The Influence of Benoît B . Mandelbrot on Mathematics

Introduction We begin this article, which deals largely with Benoît B. Mandelbrot’s contributions to and influence upon mathematics, with a quotation from the introduction to Fractals: Form, Chance, and Dimension [16]. This essay, together with many pictures and numerous lectures in the same vein, changed the way science looks at nature and had a significant impact on mathematics. It is easy fo...

LPT Strasbourg 95-20 Local Fractional Supersymmetry for Alternative Statistics

A group theory justification of one dimensional fractional supersymmetry is proposed using an analogue of a coset space, just like the one introduced in 1D supersymmetry. This theory is then gauged to obtain a local fractional supersymmetry i.e. a fractional supergravity which is then quantized à la Dirac to obtain an equation of motion for a particle which is in a representation of the braid g...

Brigitte Jude and Benoît Vallet Eric Wiel , Qian Pu , Delphine Corseaux , Emmanuel Robin , Régis Bordet

physiology, especially those papers emphasizing adaptive and integrative mechanisms. It is published 12 times a publishes original papers that deal with diverse area of research in applied