In mathematics, a Inoue–Hirzebruch surface is a
complex surface with no
meromorphic functions introduced by . They have
Kodaira dimension κ = −∞, and are non-algebraic
surfaces of class VII In mathematics, surfaces of class VII are non-algebraic complex surfaces studied by that have Kodaira dimension −∞ and first Betti number 1. Minimal surfaces of class VII (those with
no rational curves with self-intersection −1) a ...
with positive second
Betti number. studied some higher-dimensional analogues.
See also
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List of algebraic surfaces
This is a list of named algebraic surfaces, compact complex surfaces, and families thereof, sorted according to their Kodaira dimension following Enriques–Kodaira classification.
Kodaira dimension −∞
Rational surfaces
* Projective plane Qu ...
References
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{{DEFAULTSORT:Inoue-Hirzebruch surface
Complex surfaces