Rate of Convergence of Risk Estimate to the Normal Law When Using an FDR-Threshold under Conditions of Weak Dependence
摘要
Abstract
This paper considers an approach to solving the problem of noise removal in a large array of sparse data under conditions of weak dependence based on controlling the false discovery rate. An order estimate is obtained for the rate of convergence of the root-mean-square (RMS) risk estimate of this approach to the normal law.