A surface of general type with \( p_g =q =0, K^2 =1 \)

Caryn Werner

arxiv: alg-geom/9408007 · v1 · submitted 1994-08-24 · alg-geom · math.AG

A surface of general type with \( p_g =q =0, K² =1 \)

Caryn Werner This is my paper

classification alg-geom math.AG

keywords curvedoublegeneralplanesurfacetypealongbranched

0 comments

read the original abstract

We construct a surface of general type with invariants \( \chi = K^2 = 1 \) and torsion group \( \Bbb{Z}/{2} \). We use a double plane construction by finding a plane curve with certain singularities, resolving these, and taking the double cover branched along the resulting smooth curve.

This paper has not been read by Pith yet.

A surface of general type with \( p_g =q =0, K² =1 \)

discussion (0)