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Design and Practical Stability of a New Class of Impulsive Fractional-Like Neural Networks [PDF]
In this paper, a new class of impulsive neural networks with fractional-like derivatives is defined, and the practical stability properties of the solutions are investigated. The stability analysis exploits a new type of Lyapunov-like functions and their
Gani Stamov +3 more
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Entropy for Practical Stabilization [PDF]
For deterministic continuous time nonlinear control systems, epsilon-practical stabilization entropy and practical stabilization entropy are introduced. Here the rate of attraction is specified by a KL-function. Upper and lower bounds for the diverse entropies are proved, with special attention to exponential KL-functions.
Colonius, Fritz, Hamzi, Boumediene
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SOS Approach for Practical Stabilization of Tempered Fractional-Order Power System
Fractional systems have been widely utilized in various fields, such as mathematics, physics and finance, providing a versatile framework for precise measurements and calculations involving partial quantities.
Hamdi Gassara +4 more
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Stability studies performed by the pharmaceutical industry are principally designed to fulfill licensing requirements. Thus, post-dilution or post-reconstitution stability data are frequently limited to 24 h only for bacteriological reasons, regardless ...
Antonella Iudicello +4 more
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On the global uniform stability analysis of non-autonomous dynamical systems: A survey [PDF]
In this survey, we introduce the notion of stability of time varying nonlinear systems. In particular we investigate the notion of global practical exponential stability for non-autonomous systems. The proposed approach for stability analysis is based on
Hadj Taieb N., Hammami M.A., Hammi M.
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Passivity-Based Stability Analysis and Robust Practical Stabilization of Nonlinear Affine Systems with Non-vanishing Perturbations [PDF]
This paper presents some analyses about the robust practical stability of a class of nonlinear affine systems in the presence of non-vanishing perturbations based on the passivity concept.
H. Chenarani, T. Binazadeh
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In this paper, an impulsive conformable fractional Lotka–Volterra model with dispersion is introduced. Since the concept of conformable derivatives avoids some limitations of the classical fractional-order derivatives, it is more suitable for applied ...
Anatoliy Martynyuk +3 more
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Robust Semipassivity and Practical Stability for Uncertain Switched Nonlinear Systems
This paper addresses several issues including robust semipassivity and practical stability analysis for a switched nonlinear system with structural uncertainties.
Shuo Liu, Hongbo Pang
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Due to the worldwide outbreak of COVID-19, many strategies and models have been put forward by researchers who intend to control the current situation with the given means. In particular, compartmental models are being used to model and analyze the COVID-
Haiyue Chen +2 more
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Fractional order, discrete model of heat transfer process using time and spatial Grünwald-Letnikov operator [PDF]
In the paper a new, state space, fully discrete, fractional model of a heat transfer process in one dimensional body is addressed. The proposed model derives directly from fractional heat transfer equation.
Krzysztof Oprzędkiewicz
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