Entire curves, Integral sets and Principal bundles

TL;DR

This paper explores the behavior of entire curves and integral sets within the context of algebraic geometry, focusing on their interactions with fiber bundles, algebraic groups, and covers over semi-abelian varieties.

Contribution

It provides a comparative analysis of entire curves and integral sets, highlighting their properties in relation to fiber bundles and algebraic structures.

Findings

Insights into the behavior of entire curves over semi-abelian varieties

Relations between integral sets and algebraic group structures

Implications for finite ramified covers and fiber bundle triviality

Abstract

We compare the behaviour of entire curves and integral sets, in particular in relation to locally trivial fiber bundles, algebraic groups and finite ramified covers over semi-abelian varieties.