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Linearity of Maps on Banach and Operator Algebras
Turilova E., Hamhalter J.
© 2020, Pleiades Publishing, Ltd. Abstract: The paper deals with quasi linear maps on two by two
Certain aspects of applying Newton's method to the Navier-Stokes equations
Bogovskii M.E.
to the initial-boundary value problem for Navier-Stokes equations has been demonstrated. The basic difficulty
Quasi-regular asymptotic behavior of the solution of a singularly perturbed Cauchy problem for linear systems of differential matrix equations
Konyaev Yu.A., Rozenblum G.V.
interval of t of the singularly perturbed matrix Cauchy problem epsilon dot{Z}=A(t)Z+ZB(t),quad Z(0,epsilon
Investigation into the critical domain problem for the reaction-telegraph equation using advanced numerical algorithms
Cirilo E., Petrovskii S., Romeiro N., Natti P.
traditional reaction–diffusion equations. Being motivated by ecological problems such as habitat fragmentation
The uniqueness theorems in the electromagnetic wave theory and quasi-periodical solutions of the periodical diffraction problems
Pleshchinskii N.
problems is proposed in the case of loss-free media. The set of the diffraction problems on the thin
Reconstruction of the Surface Heat Flux for a Quasi-linear System of the Hyperbolic Type Heat-Conduction Equations
Kostyukova, O. I., Borukhov, V. T.
The problem of the identification of the surface heat flux for a quasi-linear system
Задача Стефана как предельный случай задачи о фазовом переходе в спектре температур
Аксенов, Б. Г., Карякина, С. В., Aksenov, B. G., Karyakina, S. V.
, but as a limiting case of a more general quasi-linear problem of phase transition in a temperature range
Thin-film waveguide Liineburg lens in the model of adiabatic guided modes
Egorov A.A., Lovetsky K.P., Sevastianov A.L., Sevastianov L.A.
Quasi-TE and quasi-TM modes
The Study of Splitting Method of Singularly Perturbed Initial Value Problems for Non-Autonomous Systems of ODE
Workneh A.Z.
will allow us to construct quasi-regular asymptotic solutions for linear Cauchy Problems and to formulate
The uniqueness theorems in the electromagnetic wave theory and quasi-periodical solutions of the periodical diffraction problems
Pleshchinskii N.
problems is proposed in the case of loss-free media. The set of the diffraction problems on the thin

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