Sparse localization deduces entropic independence from sparse ℓ2-independence with explicit loss, yielding approximate entropy conservation for uniform independent sets of fixed size in bounded-degree graphs.
En- tropic independence ii: optimal sampling and concentratio n via restricted modified log- sobolev inequalities
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
Under local spectral assumptions from Gur et al., the sequential sweep on high-dimensional expanders has spectral gap near 1 and satisfies entropy contraction, generalizing rapid mixing results from Ramanujan complexes.
citing papers explorer
-
Sequential Sweeps and High Dimensional Expansion
Under local spectral assumptions from Gur et al., the sequential sweep on high-dimensional expanders has spectral gap near 1 and satisfies entropy contraction, generalizing rapid mixing results from Ramanujan complexes.