Let F ⊆ P^a+1 be a non–degenerate K3 surface of degree 2a, where a ≥ 2. In this paper we deal with Ulrich bundles on F of rank 2. We deal with their stability and we construct K3 surfaces endowed with families of non–special Ulrich bundles of rank 2 for each a ≥ 2.
Stability of rank 2 Ulrich bundles on projective K3 surface
GALLUZZI, Federica
2018-01-01
Abstract
Let F ⊆ P^a+1 be a non–degenerate K3 surface of degree 2a, where a ≥ 2. In this paper we deal with Ulrich bundles on F of rank 2. We deal with their stability and we construct K3 surfaces endowed with families of non–special Ulrich bundles of rank 2 for each a ≥ 2.
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