Authors conjecture that integral points close in archimedean topology to a fixed rational boundary point on weakly log Fano varieties lie on rational curves with at most two points at infinity, verified on examples.
Salberger,Tamagawa measures on universal torsors and points of bounded height on Fano varieties, Nombre et répartition de points de hauteur bornée, 1998, pp
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Integral Diophantine approximation on varieties
Authors conjecture that integral points close in archimedean topology to a fixed rational boundary point on weakly log Fano varieties lie on rational curves with at most two points at infinity, verified on examples.