2 problems

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Finite-index arboreal representations are not the only wild representations
Let $T$ be the rooted tree associated to an arboreal representation, and let $Aut(T)$ be its automorphism group. An arboreal representation is wild when the associated action has w…
Conjectureopenarboreal-representations arithmetic-dynamics cantor-actionsarXiv posted 2 days ago
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Giordano–Putnam–Skau small-cocycles conjecture for minimal Cantor actions
Let a minimal, free ${\mathbb Z}^d$ action on a Cantor set be given. Its first cohomology classes are mapped to vectors in ${\mathbb R}^d$ by the Ruelle–Sullivan map. Giordano–Putn…
Conjectureopencantor-actions cohomology dynamical-systemsarXiv posted 2 days ago

Finite-index arboreal representations are not the only wild representations