ii Summary Every closed oriented surface S of genus g ≥ 2 can be endowed with a non-unique hyperbolic metric. By the celebrated Uniformization Theorem, hyperbolic and complex structures on S are in one-to-one correspondence. A question that arises is: Can we parametrize the complex structures in a nice way? This question brings us to Teichmüller theory… (More)

@inproceedings{Nipper2010AsymptoticBO,
title={Asymptotic behavior of quadratic differentials},
author={Emanuel Josef Nipper and Werner Ballmann},
year={2010}
}