Generalized sine equations, II. (Summary).
Generalized sine equations, III.
Generalized stability of -ternary quadratic mappings.
Generalized Ulam-Hyers stability of Jensen functional equation in Šerstnev PN spaces.
Generalized zeros of symplectic difference system and of its reciprocal system.
Generalizing the arithmetic geometric mean - a hapless computer experiment.
Generating solutions of some Cauchy and cosine functional equations.
Generic properties of nonlinear functional equations.
Generic properties of nonlinear functional equations. (Short Communication).
Generic properties of some iterative functional equations
Genetic Algebras Studied Recursively and by Means of Differential Operators.
Geometric characteristics for convergence and asymptotics of successive approximations of equations with smooth operators
We discuss the problem of characterizing the possible asymptotic behaviour of the iterates of a sufficiently smooth nonlinear operator acting in a Banach space in small neighbourhoods of a fixed point. It turns out that under natural conditions, for the most part of initial approximations these iterates tend to "lie down" along a finite-dimensional subspace generated by the leading (peripherical) eigensubspaces of the Fréchet derivative at the fixed point and moreover the asymptotic behaviour of...
Geometrical convexity and generalizations of the Bohr-Mollerup theorem on the gamma function.
Geschlossene äquiforme Bewegungen der Räume endlicher Dimension
Im ersten Teil des Artikels konstruiert der Verfasser eine geschlossene Bewegung, die an der Ähnlichkeitsgruppe definiert wird. Solche Bewegungen beschreiben periodisch sich wiederholende Prozesse für den Fall des beweglichen Gebildes, welches sich während der Bewegung ähnlich deformiert. Der zweite Teil verallgemeinert die geschlossene Bewebungen durch äquiforme Bewegungen, die so gegeben werden, dass eine Folge von erzeugenden Punkten dieselbe Bahnkurve beschreibt in der Art, dass die einzelnen...
Global adaptive output-feedback control for switched uncertain nonlinear systems
In this paper, we investigate the problem of global output-feedback regulation for a class of switched nonlinear systems with unknown linear growth condition and uncertain output function. Based on the backstepping method, an adaptive output-feedback controller is designed to guarantee that the state of the switched nonlinear system can be globally regulated to the origin while maintaining global boundedness of the resulting closed-loop switched system under arbitrary switchings. A numerical example...
Global asymptotic behavior of .
Global asymptotic stability for a fourth-order rational difference equation.
Global asymptotic stability in a class of difference equations.
Global asymptotic stability of solutions of cubic stochastic difference equations.
Global attraction in a rational recursive relation.