Steiner vector bundles on algebraic varieties

  1. Soares Correia Tavares, Helena
Dirigida por:
  1. Rosa María Miró-Roig Director/a

Universidad de defensa: Universitat de Barcelona

Fecha de defensa: 11 de abril de 2008

Tribunal:
  1. Laura Costa Farràs Presidente/a
  2. José Manuel Gamboa Mutuberria Secretario
  3. Enrique Arrondo Vocal
  4. Pere Pascual Gainza Vocal
  5. Margarida Mendes Lopes Vocal

Tipo: Tesis

Teseo: 206741 DIALNET

Resumen

We define Steiner vector bundles on algebraic varieties, generalising the well-known Steiner vector bundles on projective spaces, We characterise exceptional and simple general Steiner vector bundles and we prone the stability of exceptional Steiner vector bundles defined by a pair (Ox(-1), Ox), where x is a smooth projective hypersurface q degree d, 1¿d¿n-1. We give sufficient cohomological conditions for a vector bundle to be a Steiner vector bundle and we give complete cohomological characterisation of some bundles on a projective spaces and on the hyperquadric Qn c Pn+1