Add to ORKGAbstract. Consider a piecewise smooth expanding map of the interval possessing several invariant subintervals and the same number of ergodic absolutely continuous invariant prob-ability measures (ACIMs). After this system is perturbed to make the subintervals lose their invariance in such a way that there is a unique ACIM, we show how to approximate the diffusion coefficient for an observable of bounded variation by the diffusion coefficient of a related continuous time Markov chain. 1
The paper is devoted to stochastic analysis of finite dimensional difference equation with dependent...
Ich schreibe nicht, euch zu gefallen, Ihr sollt was lernen! – Goethe Markov processes in physics, c...
Abstract. We study an intermittent map which has exactly two ergodic in-variant densities. The densi...
Consider a piecewise smooth expanding map of the interval possessing several in-variant subintervals...
We consider a natural approximation scheme for piecewise expanding, piecewise C1+Lipschitz, mixing M...
We consider a natural approximation scheme for piecewise expanding, piecewise C1+Lipschitz, mixing M...
We consider a natural approximation scheme for piecewise expanding, piecewise C1+Lipschitz, mixing M...
: We consider piecewise monotone interval mappings which are topologically mixing and satisfy the Ma...
This article considers a class of metastable non-reversible diffusion processes whose invariant meas...
We consider a family of two-dimensional nonlinear area-preserving mappings that generalize the Chiri...
Diffusion models arising in analysis of large biochemical models and other complex systems are typic...
This paper generalises Gora and Boyarsky’s bounded variation(BV) approach to the ergodic properties ...
We develop a potential theoretic approach to the problem of metastability for reversible diffusion p...
This thesis primarily concentrates on stochastic and spectral properties of the transfer operator ge...
Abstract. We provide escape rates formulae for piecewise expanding interval maps with ‘random holes’...
The paper is devoted to stochastic analysis of finite dimensional difference equation with dependent...
Ich schreibe nicht, euch zu gefallen, Ihr sollt was lernen! – Goethe Markov processes in physics, c...
Abstract. We study an intermittent map which has exactly two ergodic in-variant densities. The densi...
Consider a piecewise smooth expanding map of the interval possessing several in-variant subintervals...
We consider a natural approximation scheme for piecewise expanding, piecewise C1+Lipschitz, mixing M...
We consider a natural approximation scheme for piecewise expanding, piecewise C1+Lipschitz, mixing M...
We consider a natural approximation scheme for piecewise expanding, piecewise C1+Lipschitz, mixing M...
: We consider piecewise monotone interval mappings which are topologically mixing and satisfy the Ma...
This article considers a class of metastable non-reversible diffusion processes whose invariant meas...
We consider a family of two-dimensional nonlinear area-preserving mappings that generalize the Chiri...
Diffusion models arising in analysis of large biochemical models and other complex systems are typic...
This paper generalises Gora and Boyarsky’s bounded variation(BV) approach to the ergodic properties ...
We develop a potential theoretic approach to the problem of metastability for reversible diffusion p...
This thesis primarily concentrates on stochastic and spectral properties of the transfer operator ge...
Abstract. We provide escape rates formulae for piecewise expanding interval maps with ‘random holes’...
The paper is devoted to stochastic analysis of finite dimensional difference equation with dependent...
Ich schreibe nicht, euch zu gefallen, Ihr sollt was lernen! – Goethe Markov processes in physics, c...
Abstract. We study an intermittent map which has exactly two ergodic in-variant densities. The densi...