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Improving approximation of the beta-distribution for small parameter valuesThe method of sequential improvement of beta-distribution approximation for small parameter values
Numerical analysis of large-scale queueing system with a small parameterIn this work we study large-scale queueing systems (LSQS) with a small parameter using numerical
Numerical Analisys of Relativistic Finite-difference Schrodinger Equation with Random Quasipotential and Small Parameter - Tavkhelidze - Kadyshevsky equation, LTKT equation) with a random quasipotential and a small parameter
PERIODIC-SOLUTIONS TO LINEAR-SYSTEMS WITH SMALL PARAMETER BY DERIVATIVEPERIODIC-SOLUTIONS TO LINEAR-SYSTEMS WITH SMALL PARAMETER BY DERIVATIVE
Numerical analysis of mean-field model of queuing system with a small parameterNumerical analysis of mean-field model of queuing system with a small parameter
Systems of differential equations of infinite order with small parameter and countable Markov chains of infinite order with a small parameter µ and initial conditions. It is studying the singular perturbated
Improving approximation of the beta-distribution for small parameter valuesThe method of sequential improvement of beta-distribution approximation for small parameter values
On the Minimality of Squared Error of Solutions to Systems of Equations Transformed to the Best Parameter under Small Homogeneous PerturbationsSolving of systems of nonlinear equations with a scalar parameter is studied. The set of solutions
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
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
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