We present a symbolic algorithm generating finite-element schemes with interpolating
Hermite polynomials intended for solving the boundary-value problems with self-adjoint …

Brief description of a FORTRAN 77 program for calculating energy values, refection and
transmission matrices, and corresponding wave functions in a coupled-channel …

Basic steps in developing an original method of adiabatic modes that makes it possible to
solve the direct and inverse problems of simulating and designing three-dimensional …

We present new symbolic-numeric algorithms for solving the Schrödinger equation
describing the scattering problem and resonance states. The boundary-value problems are …

In the framework of effective mass approximation the application of adiabatic method for the
description of impurity states in quantum dots, wires and wells with parabolic confinement …

In the effective mass approximation for electronic (hole) states of a spheroidal quantum dot
with and without external fields the perturbation theory schemes are constructed in the …

Within the effective mass approximation an adiabatic description of spheroidal and dumbbell
quantum dot models in the regime of strong dimensional quantization is presented using the …

Представлены основные этапы разработки оригинального метода адиабатических
мод, позволяющего решать прямую и обратную задачи моделирования и …

A symbolic-numeric algorithm implemented in the Maple system for constructing
multivariable Hermitian finite elements are presented. The basis functions of finite elements …

In the framework of effective mass approximation and in strong size quantization regime the
absorption coefficients for ensembles of spheroidal quantum dots (SQDs) are analyzed …