Search Results - "Guédon, O"

Asymptotics of the inertia moments and the variance conjecture in Schatten balls by Dadoun, B., Fradelizi, M., Guédon, O., Zitt, P.-A.

“…We study the first and second orders of the asymptotic expansion, as the dimension goes to infinity, of the moments of the Hilbert-Schmidt norm of a uniformly…”
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A stability result for mean width of L p -centroid bodies by Fleury, B., Guédon, O., Paouris, G.

“…We give a different proof of a recent result of Klartag [B. Klartag, A central limit theorem for convex sets, Invent. Math. 168 (1) (2007) 91–131] concerning…”
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A generalized localization theorem and geometric inequalities for convex bodies by Fradelizi, M., Guédon, O.

“…In this article, we generalize a localization theorem of Lovász and Simonovits [Random walks in a convex body and an improved volume algorithm, Random Struct…”
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RANDOM EUCLIDEAN SECTIONS OF SOME CLASSICAL BANACH SPACES by GORDON, Y., GUÉDON, O., MEYER, M., PAJOR, A.

“…Using probabilistic arguments, we give precise estimates of the Banach-Mazur distance of subspaces of the classical ${\mathrm{\ell}}_{\mathrm{q}}^{\mathrm{n}}$…”
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Self-moved target eye tracking in control and deafferented subjects: roles of arm motor command and proprioception in arm-eye coordination by Vercher, J L, Gauthier, G M, Guédon, O, Blouin, J, Cole, J, Lamarre, Y

“…1. When a visual target is moved by the subject's hand (self-moved target tracking), smooth pursuit (SP) characteristics differ from eye-alone tracking: SP…”
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The Central Limit Theorem for Linear Eigenvalue Statistics of the Sum of Independent Matrices of Rank One by Guédon, O, Lytova, A, Pajor, A, Pastur, L

“…We consider $n\times n$ random matrices $M_{n}=\sum_{\alpha =1}^{m}{\tau _{\alpha }}\mathbf{y}_{\alpha }\otimes \mathbf{y}_{\alpha }$, where $\tau _{\alpha…”
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The Extreme Points of Subsets of s -Concave Probabilities and a Geometric Localization Theorem by Fradelizi, Matthieu, Gu don, Olivier

“…We prove that the extreme points of the set of s-concave probability measures satisfying a linear constraint are some Dirac measures and some s-affine…”
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Kahane-Khinchine type inequalities for negative exponent by Guedon, Olivier

“…We prove a concentration inequality for δ-concave measures over ℝn. Using this result, we study the moments of order q of a norm with respect to a δ-concave…”
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Functional versions of L_p-affine surface area and entropy inequalities by Caglar, U, Fradelizi, M, Guedon, O, Lehec, J, Schuett, C, Werner, E. M

“…In contemporary convex geometry, the rapidly developing L_p-Brunn Minkowski theory is a modern analogue of the classical Brunn Minkowski theory. A cornerstone…”
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Adaptation in Visuomanual Tracking Depends on Intact Proprioception by Guedon, Olivier, Gauthier, Gabriel, Cole, Jonathan, Vercher, Jean-Louis, Blouin, Jean

“…The role of arm proprioception in motor learning was investigated in experiments in which, by moving the arm, subjects followed the motion of a target…”
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The role of afferent information in adaptation to altered visoumanual scaling during a two dimensional tracking task by Cole, J.D., Guedon, O., Vercher, J.L., Gauthier, G.

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