Web1 nov. 2024 · In this paper, we consider the ergodicity for stochastic differential equations driven by symmetric α-stable processes with Markovian switching in Wasserstein distances. Some sufficient conditions for the exponential ergodicity are presented by using the theory of M-matrix, coupling method and Lyapunov function method. As applications, the … Webeach of the waveguides (or directional coupler) as long as the initial and nal conditions are transformed by e ( J^a+ b)=2[^ ] (see Fig.1). This means, and it is impor-tant to re-emphasize, that non-Hermitian systems are not only a prelude to systems with Markovian losses but also that it is possible to establish a direct equivalence relation
A note on faithful coupling of Markov chains – arXiv Vanity
WebEFFICIENT MARKOVIAN COUPLINGS 363 which we describe below. As pointed out to us by Terry Lyons, in high- or infinite-dimensional settings it is of more interest to consider the relationship of perfect simulation to log-Sobolev inequalities (see [18] for a useful exposi- WebAbstract In this paper we study the notion of an efficient coupling of Markov processes. Informally, an efficient coupling is one which couples at the maximum possible exponential rate, as given by the spectral gap. habibis mediterranean foods
Electron pumping in the strong coupling and non-Markovian …
WebIn this paper, we investigate the entanglement generation of n-qubit states in a model consisting of n independent qubits, each coupled to a harmonic oscillator which is in turn coupled to a bath of N additional harmonic oscillators with nearest-neighbor coupling. With analysis, we can find that the steady multipartite entanglement with different values can … WebThe green shaded area indicates the time when the central dot is below the chemical potential. coupling regime (Fig. 9) are associated with the pro- cesses (charging and discharging the dot) each reservoir is involved in. Figure 10 shows the tunnelling rates tends [39, 40] to the strong coupling and non-Markovian and currents of each reservoir for a … WebMarkov Chains and Coupling In this class we will consider the problem of bounding the time taken by a Markov chain to reach the stationary distribution. We will do so using the … habibis new brighton