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T. E. Melnik
T. E. Melnik
Hyperbolic equilibrium point
Mathematics
Mathematical analysis
Hyperbolic function
Hyperbolic partial differential equation
5
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3
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Computational methods based on fuzzy control algorithms for operational control and identification of control systems in smart production
2021
A L Zolkin
A. N. Losev
S. N. Sychanina
T. E. Melnik
O. S. Buryakova
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Introduction of E-learning under corona-crisis 2020 in estimations by professors and students
2020
N M Galimullina
O N Korshunova
A V Sychenkova
O.A. Vagaeva
T. E. Melnik
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Pensioners’ Rights: Russian Legislation and Foreign Experience : Scientifi c and Practical Guide
2020
N V Antonova
T I Chursina
L.A. Egoschina
N M Khromova
N B Krysenkova
Vlada Lukyanova
T. E. Melnik
Natalya Putilo
L. V. Seregina
Yuliya Shupletsova
Fatima Tsomartova
N. S. Volkova
O.Y. Yeryomina
Oksana Zhuravleva
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Soft skills in training specialists in the sphere of standardization, metrology and quality management as a part of education for sustainable development
2020
N M Galimullina
O.A. Vagaeva
D. E. Lomakin
T. E. Melnik
A V Novakovskaya
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Problem of Stefan type for a hyperbolic system of first order
1982
Ukrainian Mathematical Journal
T. E. Melnik
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