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Hakobyan–Li conjecture on transboundary Loewner property and circle-domain uniformization
Let $X$ be a metric surface satisfying the transboundary Loewner property (TLP), meaning that there are lower bounds for the relevant transboundary moduli of curve families connect…
Conjectureopencircle-domains metric-surfaces quasisymmetric-uniformizationarXiv posted 2 days ago

Hakobyan–Li conjecture on transboundary Loewner property and circle-domain uniformization