Spectrum Density Estimation of Sample Covariance Matrices with Correlated Entries
摘要
We focus on kernel estimator of the density function of the limiting spectral distribution of sample covariance matrix associated to a large class of weak dependent sequences of real-valued random variables having only moment of order 2. A simulation study is conducted to show the performance of the kernel estimators of the density function and then compare these estimators with the one obtained by the Stieltjes transform method.