Uniform Asymptotic

Views Updated: Dec 15, 2025

Abbreviation

Pronunciation

/ˈjunəˌfɔrm ˈæsɪmpˌtɔtɪk/

Asymptotic Equivalence and Uniform Asymptotic(UA) Stability in Volterra Difference Equations
The stability problem in sequence differential difference equation with infinite delay is studied in this paper by introducing a new discrete space C_h ~ d, which is a Banach space and the necessary and sufficient conditions for uniform stability and uniform asymptotic stability are obtained, respectively.
In this paper, we use the method of approximating coefficients to study the uniform asymptotic stability of linear and nonlinear delay systems and give the, criterions of uniform asymptotic stability of the systems.
In this paper, we discuss the stability of retarded and neutral functional differential equations and, employing Liapunov functionals, we obtain some sufficient conditions for uniform stability and uniform asymptotic stability.
The criterions of uniform asymptotic stability of linear and nonlinear delay systems

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