7 citations · 11 across the 2 of their papers we have counts for
2 papers
alg-geom1996★ 7 cited
Syzygies of Abelian and Bielliptic Surfaces in P^4
Alf Aure, Wolfram Decker, Klaus Hulek +2
So far only six families of smooth irregular surfaces are known to exist in P^4 (up to pullbacks by suitable finite covers of P^4). These are the elliptic quintic scrolls, the mini…
alg-geom1993★ 4 cited
The Geometry of Bielliptic Surfaces in P^4
A. Aure, W. Decker, K. Hulek +2
In 1988 Serrano \cite{Ser}, using Reider's method, discovered a minimal bielliptic surface in $\PP^4$. Actually he showed that there is a unique family of such surfaces and that th…