
By Enrico Arbarello, Corrado De Concini (auth.), Eduard Casas-Alvero, Gerald Welters, Sebastian Xambó-Descamps (eds.)
Read Online or Download Algebraic Geometry Sitges (Barcelona) 1983: Proceedings of a Conference held in Sitges (Barcelona), Spain October 5–12, 1983 PDF
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Derived from a different consultation on Low Dimensional Topology prepared and carried out by way of Dr Lomonaco on the American Mathematical Society assembly held in San Francisco, California, January 7-11, 1981
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Extra resources for Algebraic Geometry Sitges (Barcelona) 1983: Proceedings of a Conference held in Sitges (Barcelona), Spain October 5–12, 1983
Example text
Metric to surface associated with a curve of genus 2. Verra, A. B. The two most algebraic K3-surfaces Math. Ann. 265, 1-21 (1983) surface. Press moduli GENERIC INVERTIBLE SHEAVES OF 2-TORSION AND GENERIC THETACHARACTERISTICS INVERTIBLE ON N O D A L P L A N E C U R V E S Frabrizio Catanese* I. D e f i n i t i o n 1. Let an invertible Definitions and D sheaf be on a D if the following condition statements reduced such plane that L2 ~ of t h e r e s u l t s curve of O D. L degree is n, said and L to b e g e n e r i c holds: (2) (here, as usual, Moreover L t i o n of D square is said i, then Definition are 3.
I n : Complex Analysis & Algebraic Geometry, C a m b r i d g e (1977), 119-136. T. Every-K3 s u r f a c e is k~ihler Inv. Math. 37 139-150 (1983) St Sterk, H. To appear Todorov, A. Applications of the K~hler-Einstein-Calabi-Yau of K3-surfaces. Inv. Math. 81, 251-266 (1980) Ueno, K. On the K u m m e r Preprint Ve Univ. metric to surface associated with a curve of genus 2. Verra, A. B. The two most algebraic K3-surfaces Math. Ann. 265, 1-21 (1983) surface. Press moduli GENERIC INVERTIBLE SHEAVES OF 2-TORSION AND GENERIC THETACHARACTERISTICS INVERTIBLE ON N O D A L P L A N E C U R V E S Frabrizio Catanese* I.
Ci satisfies that of class have rational c are components for some curve m 6 N, S. for Enriques from n o w surface, with But no proof the half-cone in { x E E ~ : i,j. e. for all square the of square essential part c E CX C = nC ° of (3) communicated c of square all for CO an C X c E~ C = ~ Ci ' cons- In surface class under class class. , the in the geometry However, X surface). for a denote is the effectivity of the roots of the primitive KxIC ° not theory however formula effective Horikawa's C C.