On the Bethe lattice the LLT percolation transition is mean-field while the Anderson transition is not, showing LLT reproduces some low-disorder features but fails to capture quantum critical properties.
Title resolution pending
3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
fields
cond-mat.dis-nn 3years
2026 3verdicts
UNVERDICTED 3representative citing papers
Local loops on Husimi trees reduce the critical disorder for Anderson localization and increase the spatial extent of localized eigenstates, providing a better single-particle analogy for many-body localization.
Pedagogical review of the cavity equations, order parameter, and critical behavior for Anderson localization on the Bethe lattice.
citing papers explorer
-
Geometry and localization: Probing Localization Landscape Theory on the Bethe Lattice
On the Bethe lattice the LLT percolation transition is mean-field while the Anderson transition is not, showing LLT reproduces some low-disorder features but fails to capture quantum critical properties.
-
Anderson Localization on Husimi Trees and its implications for Many-Body localization
Local loops on Husimi trees reduce the critical disorder for Anderson localization and increase the spatial extent of localized eigenstates, providing a better single-particle analogy for many-body localization.
-
Anderson localization on the Bethe lattice
Pedagogical review of the cavity equations, order parameter, and critical behavior for Anderson localization on the Bethe lattice.