We revisit a fundamental result of Strebel, asserting the existence and uniqueness, on Riemann surfaces of finite type, of Jenkins-Strebel di¤erentials having double poles with prescribed "residues" at prescribed points. In particular, we give a self- contained and somewhat shortened proof of Strebel's result.
Jenkins-Strebel differentials
CORNALBA, MAURIZIO DUILIO
2010-01-01
Abstract
We revisit a fundamental result of Strebel, asserting the existence and uniqueness, on Riemann surfaces of finite type, of Jenkins-Strebel di¤erentials having double poles with prescribed "residues" at prescribed points. In particular, we give a self- contained and somewhat shortened proof of Strebel's result.File in questo prodotto:
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