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Znamanshin A. Unpredictable oscillations of differential equations and neural networks

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Znamanshin A. Unpredictable oscillations of differential equations and neural networks
Thesis for the Degree of doctor of philosophy (PhD). : 6D060100 – Mathematics. — K. Zhubanov Aktobe Regional University. — Aktobe: 2020. — 77 p.
Domestic scientific supervisor:
candidate of phys.-math. sci. M.A. Tleubergenova.
Foreign scientific supervisor:
doctor of phys.-math. sci. professor M. Akhmet (Ankara).
The goal of this study:
The goal of the thesis is to use the method and theoretical basis laid down in the articles by M. Akhmet and M.O. Fen, to prove that linear and quasilinear differential equations admit unpredictable solutions. Moreover research the existence of unpredictable oscillations for SICNNs and INNs.
The objective of the research:
The main objective is the unpredictable oscillations of differential equations and neural networks.
The subject of the study:
The subject of the research is the existence and uniqueness of asymptotically stable unpredictable and strongly unpredictable solutions of differential equations and neural networks.
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