Trends to Equilibrium in Total Variation Distance. [math.PR/0703451] |
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Trends to Equilibrium in Total Variation Distance. [math.PR/0703451]
This paper presents different approaches, based on functional inequalities,
to study the speed of convergence in total variation distance of ergodic
diffusion processes with initial law satisfying a given integrability
condition. To this end, we give a general upper bound "\`{a} la Pinsker"
enabling us to study our problem firstly via usual functional inequalities
(Poincar\'{e} inequality, weak Poincar\'{e},...) and... read more
Published : 2 years, 3 months ago (Fri, 16 Mar 2007 07:43:13 PDT) http://vsevcosmos.livejournal.com/23640066.html
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