Bounds on the Rate of Convergence for MtX/MtX/1 Queueing Models

We apply the method of differential inequalities for computation upper bounds rate convergence to limiting regime one specific class (in)homogeneous continuous-time Markov chains. Such an approach seems very general; corresponding description and were considered earlier finite chains with analytical in time intensity functions. Now we generalize this locally integrable Special attention is paid situation a countable chain. To obtain these estimates, investigate forward system Kolmogorov equations as equation space sequences l1.