Mathematics – Algebraic Geometry
Scientific paper
2009-02-24
Geom. Dedicata (2009) 142: 151-171
Mathematics
Algebraic Geometry
21 pages
Scientific paper
10.1007/s10711-009-9364-3
We study surfaces of general type $S$ whose cotangent sheaf is generated by its global sections. We define a map called the cotangent map of $S$ that enables us to understand the obstructions to the ampleness of the cotangent sheaf of $S$. These obstructions are curves on $S$ that we call "non-ample". We classify surfaces with an infinite number of non-ample curves and we partly classify the non-ample curves.
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