We discuss certain compact, translation-invariant subsets of the set of the generalized reflectionless potentials for the one-dimensional Schrodinger operator. We determine a stationary ergodic subset of whose Lyapunov exponent is discontinuous at a point. We also determine an almost automorphic, non-almost periodic minimal subset of R.
Remarks on the Generalized Reflectionless Schrödinger Potentials
ZAMPOGNI, Luca
2016
Abstract
We discuss certain compact, translation-invariant subsets of the set of the generalized reflectionless potentials for the one-dimensional Schrodinger operator. We determine a stationary ergodic subset of whose Lyapunov exponent is discontinuous at a point. We also determine an almost automorphic, non-almost periodic minimal subset of R.File in questo prodotto:
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