Weak Poincaré Inequality for Convolution Probability Measures

Por • 28 ago, 2014 • Sección: Crítica

Li-Juan Cheng, Shao-Qin Zhang

Abstract: Weak Poincare inequalities are established for convolution measures by using Lyapunov conditions, and new Lyapunov function is constructed. The stability for weak Poincare inequalities under convolution with compactly supported probability measures are discussed. Detailed examples are included to show the power of the main relsult.

arXiv:1407.4910v1 [math.PR]

Probability (math.PR)

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