Stability of fractional integro differantial equation systems
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Abstract (EN)
In this study, a brief overview of the new stability results of fractional differential equations and the used analytical methods is given. The stability of the linear fractional system is discussed by analyzing the eigenvalues. In addition, the stability of the nonlinear fractional dynamical system is analyzed in the nonlinear term by giving the conditions. In addition, the stability of fractional neutral and integro differential systems was investigated. Some examples are presented to demonstrate the applicability of fractional differential equations.
Author
Fatma Aydemir
How to Cite
Fatma Aydemir (Master Thesis). Stability of fractional integro differantial equation systems, 2020, Muş Alparslan University.
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