M. Klein

most citedAn asymptotic maximum principle for essentially linear evolution models

15 citations · 15 across the 2 of their papers we have counts for

collaborators

3 papers

math-ph2003

Spectral asymptotics of harmonic oscillator perturbed by bounded potential

M. Klein, E. Korotyaev, A. Pokrovski

Consider the operator $T = - d^{2} d x^{2} + x^{2} + q (x)$ in $L^{2} (R)$ , where real functions $q$ , $q^{'}$ and $\int_{0}^{x} q (s) d s$ are bounded. In particular, $q$ is periodic or almost perio…

q-bio.PE2003★ 15 cited

An asymptotic maximum principle for essentially linear evolution models

E. Baake, M. Baake, A. Bovier +1

Recent work on mutation-selection models has revealed that, under specific assumptions on the fitness function and the mutation rates, asymptotic estimates for the leading eigenval…

math.PR2000

Metastability and low lying spectra in reversible Markov chains

A. Bovier, M. Eckhoff, V. Gayrard +1

We study a large class of reversible Markov chains with discrete state space and transition matrix $P_{N}$ . We define the notion of a set of {\it metastable points} as a subset of th…