Stability of fractional neutral systems with time varying delay based on delay decomposition approach

Altun, Yener

doi:10.20852/ntmsci.2020.408

ntmsci

2020

DOI: 10.20852/ntmsci.2020.408

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Stability of fractional neutral systems with time varying delay based on delay decomposition approach

Yener Altun¹

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2023

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A study on the admissibility of fractional singular systems with variable and constant delays

YİĞİT

2023

MANAS Journal of Engineering

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In this paper, the new delay-dependent admissibility of delay neutral singular systems with fractional order derivative is discussed. We define the new admissibility conditions in terms of matrix inequalities by using model transformation, useful lemmas, zero equations, Lyapunov-Krasovskii functionals and other well-known inequalities. Then, we prove the admissibility conditions of the considered fractional delay neutral singular systems. Also, we give some numerical illustrations with the help of MATLAB-Simulink to verify and justify these theoretically proven claims.

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A study on the admissibility of fractional singular systems with variable and constant delays

YİĞİT

2023

MANAS Journal of Engineering

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Stability of fractional neutral systems with time varying delay based on delay decomposition approach

Cited by 1 publication

References 19 publications

A study on the admissibility of fractional singular systems with variable and constant delays

A study on the admissibility of fractional singular systems with variable and constant delays

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