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$A$-analyticity of separatricies of foliations (2407.01105v1)

Published 1 Jul 2024 in math.NT

Abstract: Let $X$ be a smooth quasi-projective surface over a number field $K$, and let $L$ be a foliation on $X$. We prove that if $L$ is closed under $p$-th powers for almost all primes $p$, then any $L$-invariant smooth formal curve is $A$-analytic. Building on prior work of Bost we obtain an algebraicity criterion for those curves.

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