Contents Back to Archives
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MATHEMATICS
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Gadzova L. Kh.
On the asymptotics for a fundamental solution of an ordinary fractional order differential equation with constant coefficients |
5 |
Djamalov S. Z.
Linear inverse problem for Trikomi equation in three-dimensional space |
10 |
Kodzokov A. Kh., Beslaneev Z. O., Nagorov A. L., Tkhamokov M. B.
Linear Diophantine equations and ways to solve them |
16 |
Kudaeva Z.V.
On the uniqueness of solution of a boundary value problem for a mixed equation with hyperbolic degeneration of order |
22 |
Madrakhimova Z. S.
Gellerstedt problem for a parabolic-hyperbolic equation with degeneracy of type and order |
25 |
Mamazhonov M., Mamazhonov S. M., Mamadalieva Kh. B.
Some boundary value problems for a third-order parabolic-hyperbolic equation in a pentagonal domain |
31 |
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MATHEMATICAL MODELLING
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Drobysheva I.V.
Mathematical modeling of nonlinear hereditary oscillators on the example of Duffing oscillator with fractional derivatives in the sense of Riemann-Liouville |
39 |
Kim V. A.
Duffing oscillator with external harmonic action and variable fractional Riemann-Liouville derivative characterizing viscous friction |
46 |
Makarov D.V.
On a dynamic hereditary system simulating economic cycles |
50 |
Shevlokov V. A.
Sustainable development of a society: synergetic approach |
57 |
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INFORMATION AND COMPUTATION TECHNOLOGIES
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Tkhamokov M. B., Nagorov A. L., Beslaneev Z. O., Kodzokov A. Kh.
Calculation of Karachay-Balkar text entropy and phras simulation |
62 |
| TEACHING MATERIALS |
Vodinchar G. M., Zhdanova O. K., Perezhogin A. S., Sheremet’eva O.V., Yakovleva T.P.
Solutions of the problems for Mathematical Competition «Vitus Bering – 2016» |
67 |
Zhdanova O. K.
How to teach to solve problems with parameters? |
72 |
Yakovleva T.P.
Credit tests for section «functions» (for secondary vocational education) |
82 |
| About the authors |
104 |
| Scope of the Journal and Guidelines for Authors |
109 |
