Weighted Super Poincare Inequalities for Infinite-Dimensional Extension of the Dirichlet Distribution
classification
🧮 math.PR
keywords
dirichletpoincaresuperdistributionextensioninequalitiesinfinite-dimensionalweighted
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For the infinite-dimensional extension of the Dirichlet distribution, the super Poincare inequality does not hold based on the result in [14], so we establish the weighted super Poincare inequalities for this measure with respect to two different Dirichlet forms respectively.
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