most citedHolomorphic flexibility properties of the space of cubic rational maps

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math.CV2012★ 1 cited

Holomorphic flexibility properties of the space of cubic rational maps

Alexander Hanysz

For each natural number d, the space R_d of rational maps of degree d on the Riemann sphere has the structure of a complex manifold. The topology of these manifolds has been extens…

math.CV2011

Oka properties of some hypersurface complements

Alexander Hanysz

Oka manifolds can be viewed as the "opposite" of Kobayashi hyperbolic manifolds. Kobayashi asked whether the complement in projective space of a generic hypersurface of sufficientl…