Publications

submitted

  • S.H., A. S. de Wijn, Predicting and triggering anomalous movements in molecular diffusion, preprint from arxiv
  • S.H., J. Bröcker, H. Kantz, L.A. Smith, Predicting Failures of Point Forecasts, preprint from arxiv
  • accepted

  • S. H., Diego Pazó, Juan M. López, Miguel A. Rodríguez Logarithmic bred vectors in spatiotemporal chaos: Structure and growth, Phys. Rev. E
  • Anja Garber, S. H., and Holger Kantz, Predicting extreme avalanches in self-organized critical sandpiles, Phys. Rev. E, 80, 026124 (2009)
  • S.H. Predictability of Extreme Events in Time Series, Dissertation
  • S. H. and H. Kantz, Erratum: Influence of the Event Magnitude on the Predictability of Extreme Events, ETE[1008], 147807.
  • S. H. , J. Bröcker and H. Kantz, Prediction of Extreme Events, Nonlinear Time Series Analysis in the Geosciences, Lecture Notes in Earth Sciences, Springer (2008)
  • S. H. and H. Kantz, Influence of the Event Magnitude on the Predictability of Extreme Events, Phys. Rev. E 77, 011108 (2008), preprint at arXiv
  • S. H. and H. Kantz, How Does the Quality of a Prediction depend on the Magnitude of the Events under Study? , Nonlinear Processes in Geophyics, Special Issue Predictability in Earth Sciences. (Open Access)
  • S. H., Eduardo G. Altmann, Detlef Holstein, Holger Kantz, Precursors of Extreme Increments, Phys Rev. E 75, 016706 (2007), preprint at arXiv
  • E. G. Altmann, S. H., and H. Kantz, Reactions to extreme events: moving threshold model, Physica A, 364: 435-444 May 15 2006 http://arxiv.org/abs/physics/0508170 preprint at arXiv
  • S. H., W. Just, and G. Radons, Analytic properties of the Ruelle zeta function for mean field models of phase transition, J. Phys. A: Math. Gen. 38 (2005) 5097-5109.
  • H. Kantz, E. G. Altmann, S. H., D. Holstein, A. Riegert, Dynamical interpretation of extreme events: predictability and predictions , in Sergio Albeverio, Volker Jentsch, Holger Kantz (eds.) : Extreme Events in Nature and Society, Springer 2005.

  • mail to Sarah Hallerberg