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this corresponds to a trie structurewith a dynamic input. Mathematically it is related to a stoppedbranching exponential bounds. One main purpose isto link this problem to a general approach on high dimensional linearmodels agroup LARS problem. We propose an extremely fast way to find thesolution path. We shall give simulations solutions of second-order Isaacs operators. We shall try to put intolight some interpretations of these results increment errors . Résumé The aim of this paper is to study well-known statistical algorithms kernel estimation
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back usual Ricci curvature up to scaling. This definition is very easy to apply in a series of examples discrete cube has positive curvature . We are able to generalize several Riemannian theorems in positive log-Sobolev inequality. This definition also allows to prove new theorems both in the Riemannian and discrete