Principal part bundles on $\PP^n$ and quiver representations

Mathematics – Algebraic Geometry

Scientific paper

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Scientific paper

We study the principal parts bundles $P^k (L)$ of the degree $d$ line bundle $L$ on the $n$ dimensional projective space as homogeneous bundles and we describe their associated quiver representations. We use this approach to show that if $n$ is greater or equal that 2, and $0\leq d

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