Half-Yearly Journal: Publishes research on dynamical systems and geometry, including Random Dynamical Systems, hyperbolic behaviour, complex geometry and Ergodic theory.
ALEJANDRO MESÓN, FERNANDO VERICAT
In this paper: Let (X, f) be a dynamical system with X a compact metric space. Let Xundefined be the product of r-copies of X, r≥ 1, and Φ: Xundefined → R. The multifractal decomposition for V –statistics for Φ, f i...
Khundrakpam Binod Mangang
In this paper: The mean equicontinuity, mean sensitivity, mean expansiveness and mean distality of the product dynamical system (Π Xundefined, Π fundefined) have been studied when each of the constituent dynamical s...
Neda Ebrahimi
In this paper: It is proved that k- causal spacetimes, with inner continuous Int(K±(.)), are jointly bicontinuous posets whose interval topology is the manifold topology. In particular, using the relation K+, causal...
Rupali Wanjari
In this paper: In this paper by using the modified EOS of the form p=– ρ–f(ρ) we investigate the evolution of the scale factor in Kaluza-Klein type cosmological model in which cosmological constant is given by the s...
Mohamed Ali Hammami
In this paper: In this paper, we investigate the problem of exponential stabilization of a class of nonlinear time varying systems. We use Lyapunov techniques to obtain exponential stability of the system in closed-...
Ali Uçum, Emilija Nešović, Kazim Ilarslan
In this paper: In Minkowski space-time, timelike generalized Mannheim curves are studied by Akyigit and et al in [1]. In that paper, the authors take the Mannheim mate a* of the timelike curve a as a timelike curve...
In this paper: In this paper, we establish a Lyapunov-type inequality for the higher order dynamic equation undefinedon an arbitrary time scale 𝕋 where n is a positive integer, α ≥ 1 is the quotient of two odd posit...
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