Practical stability for nonlinear systems with generalized conformable derivative
Mohammed Aldandani, Omar Naifar, Abdellatif Ben Makhlouf
Abstract
<abstract><p>In this study, we give the stability analysis of a class of nonlinear systems with a generalized conformable derivative, which guarantees that their solutions converge to a ball centered at the origin. The theoretical foundations of the practical stability are investigated in this work. Furthermore, the concept is elucidated with an application. Finally, the theoretical findings offered are illustrated with two numerical examples.</p></abstract>
Topics & Concepts
Conformable matrixNonlinear systemDerivative (finance)Stability (learning theory)MathematicsClass (philosophy)Applied mathematicsBall (mathematics)Work (physics)Mathematical analysisComputer scienceEngineeringPhysicsMechanical engineeringArtificial intelligenceFinancial economicsQuantum mechanicsMachine learningEconomicsFractional Differential Equations SolutionsAdvanced Differential Equations and Dynamical SystemsChaos control and synchronization