Splitting jet sequences

2002/10/30 by Priska Jahnke, Ivo Radloff
Mathematics · #math.AG #math.DG #msc:58A20 #msc:53B10 #msc:14J10

paper · pdf

published as Math. Res. Letters 11 (2004), 345-354 · 11 pages, LaTeX2e

arxiv created 2002/10/30 · arxiv updated 2009/11/30

Abstract

The consequences of the splitting of higher jet sequences of vector bundles on a compact complex (Kaehler) manifold are studied, proving an infinitesimal convers to a result of I.Biswas.

Related

• Vector bundles induced from jet schemes
• Complex manifolds with split tangent bundle
• A remark on the jet bundles over the projective line
• Generalized Kaehler manifolds with split tangent bundle
• On the higher order Hamilton theory in fibered spaces