Connecting finite-size scaling and renormalization-group flows in Anderson localization on random graphs
cond-mat.dis-nn, quant-ph
Submitted: 2026-09-25
Updated: 2026-09-25
Terminology
Sources
- Difference between level statistics, ergodicity and localization transitions on the Bethe lattice
- Localization transition on the Random Regular Graph as an unstable tricritical point in a log-normal Rosenzweig-Porter random matrix ensemble
- Anderson localization on the Bethe lattice
- Delocalization and ergodicity of the Anderson model on Bethe lattices
- Renormalization Group Analysis of the Anderson Model on Random Regular Graphs
- Renormalization group for Anderson localization on high-dimensional lattices
- Renormalization-Group Analysis of the Many-Body Localization Transition in the Random-Field XXZ Chain
- Quantum logarithmic multifractality
Related papers
- Few-Shot Neuromorphic Vision in a Nonlinear Photonic Network Laser
- Hyperbolic lattices with mass disorder: Phases and phase transitions
- Adaptive Neural Quantum States: A Recurrent Neural Network Perspective
- Machine learning Majorana topology using unsupervised and supervised learning
- Quenched fluctuation-induced force arising from polarization disorder