Localization with Less Larmes: Simply MSA

Abstract

We give a short summary of the fixed-energy Multi-Scale Analysis (MSA) of the Anderson tight binding model in dimension $d\ge 1$ and show that this technique admits a straightforward extension to multi-particle systems. We hope that this short note may serve as an elementary introduction to the MSA.

An improved version of a preprint uploaded to arXiv on 14Dec2008

References in corpus (3)

• Localization Bounds for Multiparticle Systems
• Multi-Particle Anderson Localisation: Induction on the Number of Particles
• Wegner bounds for a two-particle tight binding model

Cited by in corpus (4)

• Fixed-energy multi-particle MSA implies dynamical localization
• Anderson localization in a two-particle continuous model with an alloy-type external potential
• Anderson localization for a multi-particle model with alloy-type external potential
• Grand Ensembles of deterministic operators. II. Localization for generic `haarsh' potentials