Half-Yearly Journal: Publishes research on dynamical systems and geometry, including Random Dynamical Systems, hyperbolic behaviour, complex geometry and Ergodic theory.
M. Burgin
In this paper: The main goal of the present paper is to reconsider classical results from the theory of dynamical systems, making them appropriate for treating systems about which we have imprecise, vague, uncertain...
Paul Feit
In this paper: This paper continues exploration of a recent homotopy construction for group-sets. This final paper considers the invariant on topological spaces which admit a universal covering space. The universal...
A. Lesfari, A. Elachab
In this paper: This paper deals with a geometric and systematic approach to the integration of a nonlinear dynamical system: the anisotropic harmonic oscillator in a radial quartic potential. We study this system fr...
ALEJANDRO MESÓN, FERNANDO VERICAT
In this paper: We extend the classical notion of topological entropy of noncompact sets, in metric spaces, to locally convex bornological spaces. The definition of this invariant is based on the dimensional approach...
Janusz J. Charatonik
In this paper: A space X has the ΩEP-property if for each self-mapping the set of nonwandering points is contained in the closure of the set of eventually periodic points. A class of λ-dendroids is presented each me...
Paul Bracken
In this paper: The dynamics of the one-dimensional mapping f(x) = rx(1 − x) under iteration is investigated. The cycles one through four are discussed, and the onset of periodic points in the three and four-cycles a...
J.A. De Wet
In this paper: Using only the algebraic geometry defined by an irreducible representation of the Dirac ring we find an invariant tetrahedron that specifies the quadrupole shape occupied by nucleons with overwhelming...
G. S. Khadekar
In this paper: Exact solution of the filed equations of Bimetric General Relativity (BGR) are obtained for the case of static and spherically symmetric distribution of charged matter. The solutions are obtained by u...
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