VECTOR FIELDS AND DIFFERENTIAL FORMS ON GENERALIZED RAYNAUD SURFACES
1992 年 44 巻 3 号 p. 359-364
詳細
1992 年 44 巻 3 号 p. 359-364
We consider the tangent and cotangent sheaves of generalized Raynaud surfaces, which have cuspidal fibrations and which are mostly of general type. In particular, we compute the dimensions of the space of vector fields and of non-closed differential l-forms.
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