ALMOST PERIODIC SOLUTIONS OF FUZZY SHUNTING INHIBITORY CNNS WITH DELAYS

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10.3934_math.2022659.pdf (1.02 MB)

Date

2022

Authors

Kashkynbayev, Ardak
Koptileuova, Moldir
Issakhanov, Alfarabi
Cao, Jinde

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AIMS Mathematics

Abstract

In the present paper, we prove the existence of unique almost periodic solutions to fuzzy shunting inhibitory cellular neural networks (FSICNN) with several delays. Further, by means of Halanay inequality we analyze the global exponential stability of these solutions and obtain corresponding convergence rate. The results of this paper are new, and they are concluded with numerical simulations confirming them.

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Keywords

Type of access: Open Access, shunting inhibitory cellular neural networks, fuzzy logic, almost periodic function, delay differential equations, global stability

Citation

Kashkynbayev, A., Koptileuova, M., Issakhanov, A., & Cao, J. (2022). Almost periodic solutions of fuzzy shunting inhibitory CNNs with delays. AIMS Mathematics, 7(7), 11813–11828. https://doi.org/10.3934/math.2022659

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http://nur.nu.edu.kz/handle/123456789/6763

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