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Algorithms and programs for solving boundary-value problems for systems of second-order odes with piecewise constant potentials: multichannel scattering and eigenvalue problems by method of matching the fundamental solutions (MMFS) of the system of ODEs at the points of discontinuity

Fast method for designing a well-matched symmetrical four-tooth-shaped microstrip antenna for Wi-Fi applications© Published under licence by IOP Publishing Ltd. The problem of fast designing of a well-matched

Fundamental solution of a multidimensional axisymmetric equation equation (Formula presented.) it is shown that fundamental solutions constructed by the Gellerstedt method

Fundamental solution of multidimensional axisymmetric Helmholtz equation (Formula presented.) fundamental solutions have been constructed. Those are written explicitly via

Double-layer potential of axially symmetric Helmholtz lowest term equation as linear combinations of normal derivatives of the fundamental solutions relating to the corresponding

Symbolic-numeric algorithms for solving BVPs for a system of ODEs of the second order: Multichannel scattering and eigenvalue problems boundary-value problems on the entire axis, which are calculated by matching the fundamental solutions

Numerical and analytical modeling of guided modes of a planar gradient waveguide of the waveguide modes. Namely, in each layer we are looking for a solution by expansion in the fundamental system

Оптимизация градиентных методов решения экстремальных задач в подземной гидродинамикеThe optimization algorithm for the problem of automatic history matching of hydrodynamic model

Ideological myth and archetypes in Tatar poetry of Years 1920-50S the article promoted more correct statement and solution of some fundamental problems of national significance

Double-layer potential of axially symmetric Helmholtz lowest term equation as linear combinations of normal derivatives of the fundamental solutions relating to the corresponding

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