The CLE gasket measure for κ in (4,8) equals the Minkowski content limit and related covering approximations.
Exploration trees and conformal loop ensembles
3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
verdicts
UNVERDICTED 3representative citing papers
Existence and uniqueness of a canonical Brownian motion on CLE_κ gaskets for κ ∈ (4,8), characterized by a unique locally determined resistance form satisfying invariance properties.
Derives Loewner evolution for isomonodromic parameters with irregular singularities and constructs unique SLE(4) martingales with double poles via confluent BPZ equations.
citing papers explorer
-
Minkowski content construction of the CLE gasket measure
The CLE gasket measure for κ in (4,8) equals the Minkowski content limit and related covering approximations.
-
Existence and uniqueness of the canonical Brownian motion in non-simple conformal loop ensemble gaskets
Existence and uniqueness of a canonical Brownian motion on CLE_κ gaskets for κ ∈ (4,8), characterized by a unique locally determined resistance form satisfying invariance properties.
-
Irregular SLE(4) martingales and isomonodromic deformations
Derives Loewner evolution for isomonodromic parameters with irregular singularities and constructs unique SLE(4) martingales with double poles via confluent BPZ equations.