… , convergence rates of the spectral distributions of quaternion self-dual Hermitian matrices
… large quaternion self-dual Hermitian matrix converges to the semicircular law in a rate of \(O(…

… on the rate of convergence about the same as that of the conjugate gradient method when
applied to the Hermitian matrix H(… 2.1.3] the given bounds of convergence rates could be very …

… rate of convergence of the empirical spectral distribution of products of independent non-Hermitian
random matrices … First, we prove that for products of Ginibre matrices, the optimal rate …

… convergence speed about the same as that of the conjugate gradient method when applied
to Hermitian matrices… study the convergence properties and analyse the convergence rate of …

… effects of varying the size of the matrix, the ordering of the diagonal … In addition to the
convergence rates for the three algorithms … of each of these matrices and the convergence rate, as …

… coefficient matrix … the convergence of the minimal residual method optimally is also addressed.
For this task, we propose an approach based on the concept of asymptotic convergence …

… and M is a positive definite N X N Hermitian matrix, then … The purpose of this paper is to
compare the convergence rates … matrix inversion of M, where M is the estimate of the covariance …

… unitary matrix. This observation identifies the law of the sum of two large Hermitian matrices
in … deterministic N by N Hermitian matrices and U is a Haar distributed unitary matrix, then the …

… In the previous applications, the convergence rate follows the typical behaviour of a
genetic algorithm. A characteristic generation-error graphics has the form of Fig. 6. …

… matrices, and for several modes of convergence. In particular, it holds (both in probability and
in the almost sure sense) for random matrices … again obtain a polynomial decay rate O(n −c…