ON CHOOSING AND BOUNDING PROBABILITY METRICS ALISON L. GIBBS AND FRANCIS EDWARD SU Manuscript version January 2002 Abstract. When studying convergence of measures, an important issue is the choice of probability metric. - Radon–Nikodym theorem - Document - PDFSEARCH.IO

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	ON CHOOSING AND BOUNDING PROBABILITY METRICS ALISON L. GIBBS AND FRANCIS EDWARD SU Manuscript version January 2002 Abstract. When studying convergence of measures, an important issue is the choice of probability metric. Add to Reading List Document Date: 2002-02-04 06:25:27 Open Document File Size: 258,28 KB Share Result on Facebook Company Pearson / / IndustryTerm infinite products / / Organization Cornell School of Operations Research / / Person Persi Diaconis / FRANCIS EDWARD SU / ALISON L. GIBBS / Jeff Rosenthal / Neal Madras / / Position author / statistician / First author / Second author / / Technology dom / / SocialTag Measure theory Metric geometry Mathematics Wasserstein metric Statistical distance Symbol Kullback–Leibler divergence Probability space Radon–Nikodym theorem Mathematical analysis

ON CHOOSING AND BOUNDING PROBABILITY METRICS ALISON L. GIBBS AND FRANCIS EDWARD SU Manuscript version January 2002 Abstract. When studying convergence of measures, an important issue is the choice of probability metric. Add to Reading List