نتایج جستجو برای: alain rabatel
تعداد نتایج: 2392 فیلتر نتایج به سال:
Eloi Marijon, MD, PhD; Wulfran Bougouin, MD; Muriel Tafflet, PhD; Nicole Karam, MD; Daniel Jost, MD; Lionel Lamhaut, MD; Frankie Beganton, MS; Patricia Pelloux, MS; Hervé Degrange, MD; Guillaume Beal, MS; Jean-Pierre Tourtier, MD, PhD; Albert Alain Hagege, MD, PhD; Jean-Yves Le Heuzey, MD; Michel Desnos, MD; Florence Dumas, MD, PhD; Christian Spaulding, MD, PhD; David S. Celermajer, PhD, FRACP;...
ICMUB (UMR CNRS 6302), 9 Av. Alain Savary, BP 4787
This paper presents a progress report on the application of a length-based age-structured model (Fournier et al. in press) to the integrated analysis of western and central Pacific yellowfin tuna catch, effort, size and tagging data. This project was developed by a small working group of the Western Pacific Yellowfin Research Group (WPYRG), and has been funded by the University of Hawaii Pelagi...
Multiple kernel learning (MKL) aims at simultaneously learning a kernel and the associated predictor in supervised learning settings. For the support vector machine, an efficient and general multiple kernel learning algorithm, based on semi-infinite linear programming, has been recently proposed. This approach has opened new perspectives since it makes MKL tractable for large-scale problems, by...
We say that a space X admits a homology exponent if there exists an exponent for the torsion subgroup of H * (X; Z). Our main result states if an H-space of finite type admits a homology exponent, then either it is, up to 2-completion, a product of spaces of the form BZ/2 r , S 1 , CP ∞ , and K(Z, 3), or it has infinitely many non-trivial homotopy groups and k-invariants. We then show with the ...
Previous works have been devoted to the study of two-dimensional noninvertible maps, obtained using a coupling between one-dimensional logistic maps. This paper is devoted to the study of a specific one, in order to complete previous results [5] [7], regarding the evolution of basins and attractors, when considering the tool of critical manifolds.
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