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Landry–Minsky–Taylor's universal-circle conjecture for non- $\mathbb{R}$ -covered foliations
Landry–Minsky–Taylor's conjecture. As actions on circles, all universal circles for non- $\mathbb{R}$ -covered foliations arise as flowspace boundaries of transverse almost pseudo-An…
Conjectureopenanosov-foliations pseudo-anosov-flows universal-circlesarXiv posted 2 days ago

Landry–Minsky–Taylor's universal-circle conjecture for non-R\mathbb{R}R-covered foliations