Asymptotic properties of the solutions of the equation with a complex-valued function
Asymptotic rates of decay for some nonlinear ordinary differential equations and variational problems of arbitrary order
Asymptotic relationship between solutions of two systems of differential equations
Asymptotic relationships between the solutions of two second order differential equations
Asymptotic relationships between the solutions of two systems of differential equations
Asymptotic representations of solutions of the nonautonomous ordinary differential -th order equations
Asymptotic representations of some classes of solutions of nonautonomous ordinary differential -th order equations which somewhat are close to linear equations are established.
Asymptotic stability for second-order differential equations with complex coefficients.
Asymptotic stability in the Schauder fixed point theorem
This note presents a theorem which gives an answer to a conjecture which appears in the book Matrix Norms and Their Applications by Belitskiĭ and Lyubich and concerns the global asymptotic stability in the Schauder fixed point theorem. This is followed by a theorem which states a necessary and sufficient condition for the iterates of a holomorphic function with a fixed point to converge pointwise to this point.
Asymptotic stability of linear differential equations in Banach spaces
Asymptotically linear solutions for some linear fractional differential equations.
Asymptotically periodic solutions for a class of nonlinear coupled oscillators.
Asymptotically stable almost-periodic oscillations in systems with hysteresis nonlinearities.
Asymptotische Eigenschaften der Lösungen des Systems
Asymptotische Eigenschaften einer perturbierten iterierten Differentialgleichung
Attractors for nonautonomous multivalued evolution systems generated by time-dependent subdifferentials.
Banach function spaces and exponential instability of evolution families
In this paper we give necessary and sufficient conditions for uniform exponential instability of evolution families in Banach spaces, in terms of Banach function spaces. Versions of some well-known theorems due to Datko, Neerven, Rolewicz and Zabczyk, are obtained for the case of uniform exponential instability of evolution families.
Bautin bifurgation of a modified generalized Van der Pol-Mathieu equation
The modified generalized Van der Pol-Mathieu equation is generalization of the equation that is investigated by authors Momeni et al. (2007), Veerman and Verhulst (2009) and Kadeřábek (2012). In this article the Bautin bifurcation of the autonomous system associated with the modified generalized Van der Pol-Mathieu equation has been proved. The existence of limit cycles is studied and the Lyapunov quantities of the autonomous system associated with the modified Van der Pol-Mathieu equation are computed....
Behavior at infinity of psi-evanescent solutions to linear differential equations.
Bifurcation of closed orbits from a limit cycle in
Boundary value problem for . I: Existence and uniqueness.