We show that a compact K hler manifold bimeromorphic to a weakly K hler hyperbolic manifold is weakly K hler hyperbolic, providing an answer to a problem raised by J. Koll r \cite[Open Problem 18.7]{Kol95}.

Bei, F., Claudon, B., Diverio, S., Trapani, S. (2027). Weak Kahler hyperbolicity is birational. ALGEBRAIC GEOMETRY.

Weak Kahler hyperbolicity is birational

Trapani, S
2027-01-01

Abstract

We show that a compact K hler manifold bimeromorphic to a weakly K hler hyperbolic manifold is weakly K hler hyperbolic, providing an answer to a problem raised by J. Koll r \cite[Open Problem 18.7]{Kol95}.
2027
In corso di stampa
Rilevanza internazionale
Articolo
Esperti anonimi
Settore MATH-02/B - Geometria
English
Con Impact Factor ISI
Weakly K hler hyperbolic manifold; birational invariance; classifying space; generically finite map; toroidal compactifications of ball quotients
Bei, F., Claudon, B., Diverio, S., Trapani, S. (2027). Weak Kahler hyperbolicity is birational. ALGEBRAIC GEOMETRY.
Bei, F; Claudon, B; Diverio, S; Trapani, S
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2108/452443
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