Improving approximation of the beta-distribution for small parameter valuesThe
method of sequential improvement of beta-distribution approximation for
small parameter values
SOLVING OPTIMAL CONTROL PROBLEMS OF DYNAMIC SYSTEMS IN INFINITE-DIMENSIONAL SPACES WITH SMALL PARAMETERS in infinite-dimensional spaces with
small parameters. The control construction is based on the search for a
Numerical analysis of large-scale queueing system with a small parameter in this LSQS using a
small parameter. We apply the adaptive numerical
methods for this LSQS analysis using a
Dobrushin mean-field approach for queueing large-scale networks with a small parameter of differential equations. It is possible to investigate Tikhonov type Cauchy problem for this system with
small Economic forecasting and personnel management of small and medium enterprises in training for
small and medium-sized businesses has been formulated. The
methods of forecasting human
Improving approximation of the beta-distribution for small parameter valuesThe
method of sequential improvement of beta-distribution approximation for
small parameter values
Mean-field approximation for large-scale queueing systems with a small parameter problem with initial conditions and
small parameter for this infinite system of differential equations. A