4 problems

Let $(X_{n,i})$ be the triangular array of random variables satisfying conditions (c1)--(c2), and possibly condition (m92dz6hjf55t), with normalized sums $S_n/\sigma_n$ and the rat…

Let $(X_i)_{i=1}^{\infty}$ be a stationary $m$-dependent sequence of random variables with values in a measurable space, let $\ell\geqslant1$, and let $f$ satisfy condition…

Let ${\bf X}_n$ be a sequence of random matrices satisfying the martingale and variance conditions in the paper, except possibly assumption … , and respectively Theorem … ; in part…

Let $(X_i)_{i\in\mathbb Z}$ be the stationary sequence in the strong mixing setting, let $p\in(2,4]$, and let $\alpha(k)$ denote its strong mixing coefficients. For a random variab…