Abstract
We consider rationally connected complex projective manifolds $M$ and show that their loop spaces—infinite dimensional complex manifolds--have properties similar to those of $M$. Furthermore, we give a finite dimensional application concerning holomorphic vector bundles over rationally connected complex projective manifolds.
Citation
Laszló Lempert. Endre Szabó. "Rationally Connected Varieties and Loop Spaces." Asian J. Math. 11 (3) 485 - 496, September 2007.
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