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Feedback design of differential equations of reconstruction for second-order distributed parameter systems
Maksimov V.I., Mordukhovich B.S.
The paper aims at studying a class of second-order partial differential equations subject
Evaluation of the antioxidant capacity of cognacs and brandies by differential pulse voltammetry
Ziyatdinova G., Salikhova I., Budnikov H.
© 2014, Pleiades Publishing, Ltd. Components of cognacs and brandies form anodic peaks at 0
Approximate methods of the decision differential the equations for continuous models of economy
Vorontsova V., Uy G.
on application of the ordinary differential equations is provided in article linear and nonlinear, and also
Numerical methods of the decision differential the equations for continuous models of economy
Vorontsova V., Gorskaya T.
of some models of economy based on application of the ordinary differential equations is provided
Pedagogical requirements for the implementation of differentiated approach in teaching elementary school children
Dulmukhametova G., Sirazieva Z., Gali G., Nicolaevna U., Shamsutdinova D.
differentiation in education of elementary school children, together forming a meaningful model for implementing a
On the contact equivalence problem of second order ODEs which are quadratic with respect to the second order derivative
Shurygin V.
differential equations of the form y″2 + A(x, y, y′)y″ + B(x, y, y′) = 0 to be equivalent under the action
Analysis of Possible Solutions of Some Inverse Dynamical Problem with Regard for Constraint Stabilization
Mukharlyamov R.G., Kaspirovich I.E.
Abstract: Methods for constructing systems of second-order ordinary differential equations whose
On Global Solutions of Second-Order Quasilinear Elliptic Inequalities
Kon'kov A.A., Shishkov A.E.
Differential inequalities of the form $- \operatorname{div} A (x, \nabla u)\ge f(u)\quad \text
Elliptic Equations with Translations of General Form in a Half-Space
Muravnik A.B.
Abstract: We study the Dirichlet problem in a half-space for elliptic differential
Сomputer calculation of green functions for third-order ordinary differential equations
Belyaeva, I. N., Chekanov, N. A., Krasovskaya, L. V., Chekanova, N. N.
In this paper, we present a method of computer calculation of Green functions in the form

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