Abstract. In the present paper we give a positive answer to a question posed by Viana in [22] on the...
Abstract. Consider the Banach manifold of real analytic linear cocycles with values in the general l...
AbstractConsider in this paper a linear skew-product system(θ,Θ):T×W×Rn→W×Rn;(t,w,x)↦(t⋅w,Θ(t,w)⋅x) ...
Abstract. We consider SL(2,R)-valued cocycles over rotations of the circle and prove that they are l...
Abstract. We consider some very simple examples of SL(2, R)-cocycles and prove that they have positi...
We prove a conjecture of Viana which states that Lyapunov exponents vary continuously when restricte...
Assuming that the underlying probability space is non-atomic we prove that products of random matric...
Mestrado Bolonha em Mathematical FinanceWe study the Lyapunov exponents associated to the product of...
We consider SL(2; R)-valued cocycles over rotations of the circle and prove that they are likely to ...
In this talk I will discuss the prevalence of exponential behavior (non-zero Lyapunov exponents) for...
This work investigates the stability properties of Lyapunov exponents of transfer operator cocycles ...
We study cocycles of compact operators acting on a separable Hilbert space and investigate the stabi...
We discuss certain recent metric space methods and some of the possibilities these methods provide, ...
In this thesis the Lyapunov exponents of random dynamical systems are presented and investigated. Th...
Abstract. We consider an m-dimensional analytic cocycle T × Rm 3 (x, ~ψ) 7 → (x+ ω,A(x) · ~ψ) ∈ T ...
Abstract. In the present paper we give a positive answer to a question posed by Viana in [22] on the...
Abstract. Consider the Banach manifold of real analytic linear cocycles with values in the general l...
AbstractConsider in this paper a linear skew-product system(θ,Θ):T×W×Rn→W×Rn;(t,w,x)↦(t⋅w,Θ(t,w)⋅x) ...
Abstract. We consider SL(2,R)-valued cocycles over rotations of the circle and prove that they are l...
Abstract. We consider some very simple examples of SL(2, R)-cocycles and prove that they have positi...
We prove a conjecture of Viana which states that Lyapunov exponents vary continuously when restricte...
Assuming that the underlying probability space is non-atomic we prove that products of random matric...
Mestrado Bolonha em Mathematical FinanceWe study the Lyapunov exponents associated to the product of...
We consider SL(2; R)-valued cocycles over rotations of the circle and prove that they are likely to ...
In this talk I will discuss the prevalence of exponential behavior (non-zero Lyapunov exponents) for...
This work investigates the stability properties of Lyapunov exponents of transfer operator cocycles ...
We study cocycles of compact operators acting on a separable Hilbert space and investigate the stabi...
We discuss certain recent metric space methods and some of the possibilities these methods provide, ...
In this thesis the Lyapunov exponents of random dynamical systems are presented and investigated. Th...
Abstract. We consider an m-dimensional analytic cocycle T × Rm 3 (x, ~ψ) 7 → (x+ ω,A(x) · ~ψ) ∈ T ...
Abstract. In the present paper we give a positive answer to a question posed by Viana in [22] on the...
Abstract. Consider the Banach manifold of real analytic linear cocycles with values in the general l...
AbstractConsider in this paper a linear skew-product system(θ,Θ):T×W×Rn→W×Rn;(t,w,x)↦(t⋅w,Θ(t,w)⋅x) ...