Lifshitz tails for the 1D Bernoulli-Anderson model

Abstract

By using the adequate modified Prüfer variables, precise upper and lower bounds on the density of states in the (internal) Lifshitz tails are proven for a 1D Anderson model with bounded potential.

Cited by in corpus (4)

• Scaling diagram for the localization length at a band edge
• Lifschitz Tails for Random Schrödinger Operator in Bernoulli Distributed Potentials
• Sharp Bounds for the Integrated Density of States of a Strongly Disordered 1D Anderson-Bernoulli Model
• The Integrated Density of States of the 1D Discrete Anderson-Bernoulli Model at Rational Energies