A general method for stability controllability in the theory of fractional-order differential systems
Gheorghe Ivan
TL;DR
This paper introduces a general method to analyze and control the stability of fractional-order differential systems, demonstrated on a fractional Toda lattice with linear control.
Contribution
It presents a novel, general approach for stability controllability in fractional differential systems, applicable to complex multi-dimensional models.
Findings
Effective control of fractional Toda lattice stability
Method applicable to various fractional-order systems
Enhanced understanding of fractional stability control
Abstract
The main purpose of this paper is to present a general method for the controllability of the stability of a system of fractional-order differential equations around its equilibrium states. This method is applied to analyze and control the fractional stability of the fractional 2-dimensional fractional Toda lattice with one linear control.
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Taxonomy
TopicsFractional Differential Equations Solutions · Advanced Control Systems Design · Numerical methods for differential equations