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Certain classes of problems on linear conjugation for a two-dimensional vector admitting explicit solutions problem for a two-dimensional vector and study its relations with the fractional-linear conjugation
A method for separation of classes of linear conjugation problems for three-dimensional vector problems of fractional-linear conjugation. The main result of the paper is the following one: known two
Some classes of linear conjugation problems for a three-dimensional vector that are solvable in closed form solutions for a homogeneous linear conjugation problem for a three-dimensional vector. We show that
Certain classes of problems on linear conjugation for a two-dimensional vector admitting explicit solutions problem for a two-dimensional vector and study its relations with the fractional-linear conjugation
Contribution to the General Linear Conjugation Problem for A Piecewise Analytic Vector–Hilbert vector problem and linear ODEs, for the n-dimensional homogeneous linear conjugation problem on a simple
A method for separation of classes of linear conjugation problems for three-dimensional vector problems of fractional-linear conjugation. The main result of the paper is the following one: known two
Solution of n-phase ℝ-linear conjugation problem of confocal hyperbolas. We reduce this problem to the linear conjugation problem and solve the latter
Analytic solution of an ℝ-linear conjugation problem in the case of hyperbolic interfaceWe derive an explicit analytical solution for the conjugation problem in a heterogeneous infinite
Method for solving a linear conjugation problem for two-dimensional vector with a given special solution linear conjugation problem for two-dimensional vector in the case where one of its solution is known.
Closed form of Solutions of Certain Linear Conjugation Problems for Three-Dimensional Analytic Vector© 2020, Allerton Press, Inc. We show that if a three-dimensional linear conjugation problem has two
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