Stability with respect to part of the variables of nonlinear Caputo fractional differential equations
Abstract
In this paper, the stability with respect to part of the variables of nonlinear Caputo fractional differential equations is studied. A sufficient conditions of stability, uniform stability, Mittag Leffler stability and asymptotic uniform stability of this type are obtained within the method of Lyapunov-like function.
Keywords
Fractional order system; stability analysis; Mittag-Leer function
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PDFISSN: 1331-0623 (Print), 1848-8013 (Online)