The Catanese-Ciliberto-Mendes Lopes surface

Abstract

We draw a handlebody picture of the Catanese-Ciliberto-Mendes Lopes surface. This is a complex surface obtained by taking the quotient of a product of two surfaces of genus 2 and 3, under the product of two involutions: the hypergeometric and a fixed point free involution.

16 pages, 23 figures. Final version, appeared in Journal of GGT

References in corpus (4)

• Corks, Plugs and exotic structures
• Nash homotopy spheres are standard
• Exotic smooth structures on $S^2\times S^2$
• The Akhmedov-Park exotic CP^2 # 2(-CP^2)

Cited by in corpus (4)

• Nash homotopy spheres are standard
• The Akhmedov-Park exotic CP^2 # 2(-CP^2)
• Surfaces with p_g = 0: Constructions and Moduli spaces, Burniat surfaces and deformations of automorphisms
• Double knot surgeries to S^4 and S^2 x S^2