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Fingerprint Dive into the research topics where Геннадий Викторович Алферов is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

  • 4 Similar Profiles
number theory Физика и астрономия
Robots Технические дисциплины и материаловедение
directional control Физика и астрономия
manipulators Физика и астрономия
Inspection Технические дисциплины и материаловедение
Lagrange's theorem Математика
robotics Физика и астрономия
Liapunov functions Физика и астрономия

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Projects 2019 2019

Research Output 1967 2019

A new method to study the periodic solutions of the ordinary differential equations using functional analysis

Kadry, S., Alferov, G., Ivanov, G., Korolev, V. & Selitskaya, E., 1 Jan 2019, In : Mathematics. 7, 8, 677.

Research outputpeer-review

Open Access
Functional Analysis
Periodic Solution
Ordinary differential equation
Periodic Problem
First order differential equation
1 Citation (Scopus)

Application of derived numbers theory in convex analysis

Alferov, G., Ivanov, G., Sharlay, A. & Fedorov, V., 24 Jul 2019, International Conference on Numerical Analysis and Applied Mathematics, ICNAAM 2018. Simos, T. E., Simos, T. E., Simos, T. E., Simos, T. E., Tsitouras, C. & Simos, T. E. (eds.). American Institute of Physics, 080003. (AIP Conference Proceedings; vol. 2116).

Research outputpeer-review

number theory
convexity
theorems
analysis
1 Citation (Scopus)

Application of derived numbers theory in problem of function extremum

Alferov, G., Ivanov, G., Sharlay, A. & Fedorov, V., 24 Jul 2019, International Conference on Numerical Analysis and Applied Mathematics, ICNAAM 2018. Simos, T. E., Simos, T. E., Simos, T. E., Simos, T. E., Tsitouras, C. & Simos, T. E. (eds.). American Institute of Physics, 080002. (AIP Conference Proceedings; vol. 2116).

Research outputpeer-review

number theory
range (extremes)

Derived numbers of one variable convex functions

Kadry, S., Alferov, G., Ivanov, G. & Sharlay, A., 1 Jan 2019, In : Italian Journal of Pure and Applied Mathematics. 41, p. 649-662 14 p.

Research outputpeer-review

Convex function
Lagrange's theorem
Fermat
Convexity
Necessary Conditions

Derived numbers of one variable monotonic functions

Kadry, S., Alferov, G., Ivanov, G. & Sharlay, A., 1 Jan 2019, In : Italian Journal of Pure and Applied Mathematics. 41, p. 637-648 12 p.

Research outputpeer-review

Monotonic Function
Lagrange's theorem
Fermat
Monotonicity
Necessary Conditions