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The non-abelian analogue of the torus closure conjecture
Non-abelian analogue of conjecture 2. The closure of the image of $F$ in $G({\mathbb Z})\backslash G({\mathbb R})$ should be of the form
Problemopenalgebraic-groups arithmetic-quotients diophantine-approximationarXiv posted 2 days ago
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Hyperbolic Ax–Lindemann conjecture for arithmetic quotients of bounded symmetric domains
Let $\Omega$ be a bounded symmetric domain, let $\Gamma\subset {\rm Aut}(\Omega)$ be a torsion-free arithmetic lattice, and let … be the uniformization map. For an algebraic subset…
Conjectureopenarithmetic-quotients bounded-symmetric-domains functional-transcendencearXiv posted 2 days ago

The non-abelian analogue of the torus closure conjecture