The Lang–Vojta Conjectures on Projective Pseudo-Hyperbolic Varieties | SpringerLink Skip
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Inspired by the work of Cherry, we introduce and study a new notion of Brody hyperbolicity
for rigid analytic varieties over a non-archimedean field K of characteristic zero. We use this …

In 1879, Picard established the well-known and beautiful result that a transcendental entire
function assumes all values infinitely often with one exception. Since then Hadamard (1893) …

We show that the moduli spaces of Scholze's $ p $-adic shtukas with framing satisfy a $ p $-
adic rigid analytic version of Borel's extension theorem. In particular, this holds for local …

Non-archimedean entire curves in closed subvarieties of semi-abelian varieties | Mathematische
Annalen Skip to main content Springer Nature Link Account Menu Find a journal Publish with us …

Firstly, we pursue the work of W. Cherry on the analogue of the Kobayashi semidistance
dCK, which he introduced for analytic spaces defined over a non-Archimedean metrized …

The Lang-Vojta Conjectures on Pseudo-Hyperbolic Projective Page 142 The Lang-Vojta
Conjectures on Pseudo-Hyperbolic Projective Varieties Ariyan Javanpeykar Check for updates …

The function ez shows that a complex entire function can indeed omit one value. Lately, it
has become fashionable to prove p-adic versions of value distribution theorems, of which …

In 1879, Picard established the well-known and beautiful result that a transcendental entire
function assumes all values infinitely often with one exception. Since then Hadamard (1893) …