Some new results in 1D inverse scattering
Some oscillatory properties of the perturbed linear differential equations of order
In this paper there are generalized some results on oscillatory properties of the binomial linear differential equations of order ) for perturbed iterative linear differential equations of the same order.
Stability and asymptotic equivalence of perturbations of nonlinear systems of differential equations
Stability and asymptotic stability in impulsive semidynamical systems.
Stability and attractivity of solutions of differential equations with impulses at fixed times.
Stability and bifurcation of numerical discretization Nicholson blowflies equation with delay.
Stability and Boundedness of Solutions of a Certain System of Third-order Nonlinear Delay Differential Equations
In this paper a number of known results on the stability and boundedness of solutions of some scalar third-order nonlinear delay differential equations are extended to some vector third-order nonlinear delay differential equations.
Stability and boundedness of solutions of nonlinear vector differential equations of third order
The paper studies the equation in two cases: (i) , (ii) . In case (i), the global asymptotic stability of the solution is studied; in case (ii), the boundedness of all solutions is proved.
Stability and correctness of abstract differential equations in Hilbert spaces
Stability and Non-Linear Approximation for y' (t) = - f(y(t-1)).
Stability and optimal harvesting of a prey-predator model with stage structure for predator
The dynamics of a prey-predator system, where predator has two stages, a juvenile stage and a mature stage, is modelled by a system of three ordinary differential equations. Stability and permanence of the system are discussed. Furthermore, we consider the harvesting of prey species and obtain the maximum sustainable yield and the optimal harvesting policy.
Stability, boundedness and asymptotic behaviour of solutions of certain nonlinear differential equations of the third order
Stability implications on the asymptotic behavior of nonlinear systems.
Stability of a two-strain tuberculosis model with general contact rate.
Stability of linear dynamic systems on time scales.
Stability of operator semigroups: ideas and results
Stability results for a class of differential equation and application in medicine.
Stabilizability and controllability of systems associated to linear skew-product semiflows.
This paper is concerned with systems with control whose state evolution is described by linear skew-product semiflows. The connection between uniform exponential stability of a linear skew-product semiflow and the stabilizability of the associated system is presented. The relationship between the concepts of exact controllability and complete stabilizability of general control systems is studied. Some results due to Clark, Latushkin, Montgomery-Smith, Randolph, Megan, Zabczyk and Przyluski are generalized....
Stabilization of functions and its application.
Steady state in a biological system: global asymptotic stability
A suitable Liapunov function is constructed for proving that the unique critical point of a non-linear system of ordinary differential equations, considered in a well determined polyhedron , is globally asymptotically stable in . The analytic problem arises from an investigation concerning a steady state in a particular macromolecular system: the visual system represented by the pigment rhodopsin in the presence of light.