Hyperkähler manifolds of curves and l-hypercomplex structures

Publikation: Qualifikations-/Studienabschlussarbeit › Dissertation

Autoren

  • Niccolò Lora Lamia Donin

Organisationseinheiten

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Details

OriginalspracheEnglisch
QualifikationDoctor rerum naturalium
Gradverleihende Hochschule
Betreut von
  • Roger Bielawski, Betreuer*in
Datum der Verleihung des Grades14 Sept. 2018
ErscheinungsortHannover
PublikationsstatusVeröffentlicht - 2018

Abstract

In this work we focus our attention on the description of hyperkähler manifolds that arise as moduli spaces of curves inside twistor spaces that admit a fibration on the tangent bundle to the Riemann sphere. We characterize them completely and show a link with the theory of holomorphic completely integrable systems.

Zitieren

Hyperkähler manifolds of curves and l-hypercomplex structures. / Lora Lamia Donin, Niccolò.
Hannover, 2018. 73 S.

Publikation: Qualifikations-/Studienabschlussarbeit › Dissertation

Lora Lamia Donin, N 2018, 'Hyperkähler manifolds of curves and l-hypercomplex structures', Doctor rerum naturalium, Gottfried Wilhelm Leibniz Universität Hannover, Hannover. https://doi.org/10.15488/3873
Lora Lamia Donin, N. (2018). Hyperkähler manifolds of curves and l-hypercomplex structures. [Dissertation, Gottfried Wilhelm Leibniz Universität Hannover]. https://doi.org/10.15488/3873
Lora Lamia Donin N. Hyperkähler manifolds of curves and l-hypercomplex structures. Hannover, 2018. 73 S. doi: 10.15488/3873
Lora Lamia Donin, Niccolò. / Hyperkähler manifolds of curves and l-hypercomplex structures. Hannover, 2018. 73 S.
Download
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