Lifshitz tails estimate for the density of states of the Anderson model

Abstract

We prove an upper bound for the (differentiated) density of states of the Anderson model at the bottom of the spectrum. The density of states is shown to exhibit the same Lifshitz tails upper bound as the integrated density of states.

References in corpus (1)

• Linear response theory for magnetic Schroedinger operators in disordered media

Cited by in corpus (1)

• Local Wegner and Lifshitz tails estimates for the density of states for continuous random Schrödinger operators