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KANTBP 3.0: New Version of a Program for Computing Energy Levels, Reflection and Transmission Matrices, and Corresponding Wave Functions in the Coupled-Channel Adiabatic Approach
Gusev A., Chuluunbaatar O., Vinitsky S., Abrashkevich A.
On dimKer and dimCoker for an Elliptic Operator with Discontinuous Coefficients
Dudkina A.
The Inverse Boundary-Values Problems of Dynamics on Manifolds
Kondratyeva L.
Algorithm for Computing Wave Functions, Reflection and Transmission Matrices of the Multichannel Scattering Problem in the Adiabatic Representation using the Finite Element Method
Gusev A.
Investigation of Solutions of Boundary Problems for the Quasipotential Equation Using the Shift Operator
Amirkhanov I., Muzafarov D., Sarker N., Sarhadov I., Sharipov Z.
The Boundary Value Problem for Elliptic Equation in the Corner Domain in the Numerical Simulation of Magnetic Systems
Perepelkin E., Polyakova R., Kovalenko A., Sysoev P., Sadovnikova M., Tarelkin A., Yudin I.
Analytical and Computational Investigations of Solutions of Boundary-Value Problems for the Quasipotential Equation
Amirkhanov I., Sarker N., Sarhadov I., Tukhliev Z., Sharipov Z.
On a Method of Investigation of the Self-Consistent NonlinearBoundary-Value Problem for Eigen-Valueswith Growing Potentials
Amirkhanov I., Sarker N.
The Boundary Value Problem for Elliptic Equation in the Corner Domain
Perepelkin E., Polyakova R., Yudin I.
Description of a Program for Computing Eigenvalues and Eigenfunctions and Their First Derivatives with Respect to the Parameter of the Coupled Parametric Self-Adjoined Elliptic Differential Equations
Gusev A., Chuluunbaatar O., Vinitsky S., Abrashkevich A.
Investigation of Solutions of Boundary Problems for the Differential Equation of High Order in a Coulomb Field
Amirkhanov I., Muzafarov D., Sarker N., Sarhadov I., Sharipov Z.
Solution of the Boundary-Value Problem for a Systems of ODEs of Large Dimension: Benchmark Calculations in the Framework of Kantorovich Method
Gusev A., Chuluunbaatar O., Vinitsky S., Derbov V.
The Analysis of Properties of Solutions of BoundaryProblems for the Differential Equations of High Orders
Amirkhanov I., Muzafarov D., Sarker N., Sarhadov I., Sharipov Z.
On an Auxiliary Nonlinear Boundary Value Problem in the Ginzburg-Landau Theory of Superconductivity and its Multiple Solutions
Konyukhova N., Sheina A.
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