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20162026
most citedInstanton bundles on the blow up of the projective -space at a point

11 citations · 43 across the 11 of their papers we have counts for

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math.AG2016★ 10 cited

Ulrich Bundles on Veronese surfaces

Emre Coskun, Ozhan Genc

We prove that every Ulrich bundle on the Veronese surface has a resolution in terms of twists of the trivial bundle over . Using this classification, we prove exist…

math.AG2016★ 1 cited

Stable Ulrich Bundles on Fano Threefolds with Picard Number 2

Ozhan Genc

In this paper, we consider the existence problem of rank one and two stable Ulrich bundles on imprimitive Fano 3-folds obtained by blowing-up one of , (smooth q…