Exploration of Balanced Metrics on Symmetric Positive Definite Matrices

In this part, our methodology consisted of a review of the lit- erature on project success predicted by data mining, exper- iments with more than 10 project metrics on 50 real

Indeed, the reader will be able to check that the proposed inequality allows one to generalize the diagonally strict concavity condition introduced by Rosen in [3] to

MELHAOUI Adyl Neuro-chirurgie Pr.MRABTI Hind Oncologie Médicale Pr.NEJJARI Rachid Pharmacognosie Pr.OUBEJJA Houda Chirugie Pédiatrique Pr.OUKABLI Mohamed *

We prove that on a polarized manifold, twisted constant scalar curvature metrics are limits of twisted balanced metrics, extending a result of S.K.. A solution to Equation (1) is

In this paper we prove a central limit theorem of Lindeberg-Feller type on the space Pn- It generalizes a theorem obtained by Faraut ([!]) for n = 2. To state and prove this theorem

A low resolution guarantees a large num- ber of intersection points in the majority of cells but pro- vides little information about the spatial distribution while the rconstruction

Mather measures at cohomology c (also called c-minimizing measures) are defined as the invariant probability measures of the Hamiltonian flow supported on the Aubry set A ∗ (c)..

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