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Exponentially stable periodic oscillation and Mittag–Leffler stabilization for fractional-order impulsive control neural networks with piecewise Caputo derivatives
T Zhang, J Zhou, Y Liao - IEEE Transactions on Cybernetics, 2021 - ieeexplore.ieee.org
It is well known that the conventional fractional-order neural networks (FONNs) cannot
generate nonconstant periodic oscillation. For this point, this article discusses a class of …
generate nonconstant periodic oscillation. For this point, this article discusses a class of …
Unpredictable oscillations for Hopfield-type neural networks with delayed and advanced arguments
This is the first time that the method for the investigation of unpredictable solutions of
differential equations has been extended to unpredictable oscillations of neural networks …
differential equations has been extended to unpredictable oscillations of neural networks …
[PDF][PDF] Asymptotic formulae for solutions to impulsive differential equations with piecewise constant argument of generalized type
S Castillo, M Pinto, R Torres - 2019 - digital.library.txstate.edu
In this article we give some asymptotic formulae for impulsive differential system with
piecewise constant argument of generalized type (abbreviated IDEPCAG). These formulae …
piecewise constant argument of generalized type (abbreviated IDEPCAG). These formulae …
Uniform Approximation of Impulsive Hopfield Cellular Neural Networks by Piecewise Constant Arguments on
In this paper we give a uniform approximation of a CNN-Hopfield type impulsive system by
means of an IDEPCA approximating system. As a consequence of the uniform …
means of an IDEPCA approximating system. As a consequence of the uniform …
[PDF][PDF] Minimizing of the quadratic functional on Hopfield networks
In this paper, we consider the continuous Hopfield model with a weak interaction of network
neurons. This model is described by a system of differential equations with linear boundary …
neurons. This model is described by a system of differential equations with linear boundary …
Unpredictable solutions of quasilinear differential equations with generalized piecewise constant arguments of mixed type
M Tleubergenova, DA Çinçin, Z Nugayeva… - Carpathian Journal of …, 2023 - JSTOR
An unpredictable solution is found for a quasilinear differential equation with generalized
piecewise constant argument (EPCAG). Sufficient conditions are provided for the existence …
piecewise constant argument (EPCAG). Sufficient conditions are provided for the existence …
New results on linearization of differential equations with piecewise constant argument
H Huang, YH **a - Qualitative theory of dynamical systems, 2020 - Springer
In this work, we give a version of Grobman–Hartman theorem for the nonautonomous
differential equations with piecewise constant argument of generalized type when the …
differential equations with piecewise constant argument of generalized type when the …
Asymptotic behavior of the solutions of a partial differential equation with piecewise constant argument
G Stefanidou… - Mathematical Methods in …, 2023 - Wiley Online Library
In this paper, we study the partial differential equation with piecewise constant argument of
the form: xt (t, s)= A (t) x (t, s)+ B (t, s) x (t, s)+ C (t, s) x (t, s)+ D (t, s) x (t, s)+ f (x (t, s)), t, s∈ …
the form: xt (t, s)= A (t) x (t, s)+ B (t, s) x (t, s)+ C (t, s) x (t, s)+ D (t, s) x (t, s)+ f (x (t, s)), t, s∈ …
Hopfield-Type Neural Networks
M Akhmet, M Tleubergenova, A Zhamanshin… - … Neural Networks: Alpha …, 2024 - Springer
In the chapter, we explore the presence of alpha unpredictable recurrence within various
models of Hopfield-type neural networks, given as differential equations outlined in …
models of Hopfield-type neural networks, given as differential equations outlined in …
Body size modulates demographic patterns of top predators and their native and invasive prey: A biomathematical approach
W Campillay-Llanos, M Pinto… - Ecología Austral, 2024 - ojs.ecologiaaustral.com.ar
La llegada de especies invasoras a comunidades nativas impacta en la estructura y el
funcionamiento de los ecosistemas, y se la considera un indicador crucial de la pérdida de …
funcionamiento de los ecosistemas, y se la considera un indicador crucial de la pérdida de …