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Time-dependent source identification problem for the Schrödinger equation with nonlocal boundary conditions identification problem are established. A first order of accuracy difference scheme for the numerical solution
Qualitative and Numerical Analysis of a Cosmological Model Based on an Asymmetric Scalar Doublet with Minimal Connections. III. Multiply-Connected Factor and Character of the Singular Points qualitative and numerical analysis of a cosmological model based on an asymmetric scalar doublet of nonlinear
Numerical solution of Cauchy problems with multiple poles of integer order are illustrated by numerical examples. We propose two representative test problems which constitute interest
NUMERICAL ANALYSIS OF SHORTEST QUEUE PROBLEM FOR TIME-SCALE QUEUEING SYSTEM WITH A SMALL PARAMETERIn this paper we apply numerical methods for analysis of the timescale queueing systems (TSQS
High-Order Non-uniform Grid Scheme for Numerical Analysis of Queueing System with a Small Parameter balancing mechanisms for such queuing systems. In this paper we use numerical methods for analysis
Numerical Analysis of Shortest Queue Problem for Time-Scale Queueing System with a Small Parameter be represent by solutions of a system of differential equations of infinite degree. We formulate the singularly
Numerical solution to the second order of accuracy difference scheme for the source identification elliptic-telegraph problemIn the present paper, source identification problem for the elliptic-telegraph equation
A numerical solution for the source identification telegraph problem with Neumann condition-dimensional identification problem for the telegraph equation with the Neumann condition. The obtained numerical results have
Numerical Evaluation of the Truncated Singular Value Decomposition Within the Seismic Traveltimes Tomography Framework be determined
numerically and whether the number of singular vectors is enough for the solution. These problems
Reciprocal Function Method for Cauchy Problems with First-Order PolesAbstract: For the numerical solution of the Cauchy problem with multiple poles, we propose a
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