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Sabine Hossenfelder

PhD Institut fuer Theoretische Physik, Frankfurt, Germany (2003)

NORDITA

  
  
Email:hossi[at]nordita.org
Personal Webpage:http://backreaction.blogspot.com/

I've worked for quite some while on black hole physics, Hawking evaporation, and more generally particle production in General Relativity. The black hole evaporation provides an interesting signature in scenarios with Large Extra Dimensions, where these mini black holes can be produced on the LHC. More generally, I am interested in the interplay between General Relativity and Quantum Field Theory, all the puzzles of quantum gravity, or quantization. In particular I have been working since 2003 on a model that takes the idea that the Planck length is a fundamentally finite length seriously, and incorporates this feature into quantum field theories. This turned out to be closely related with 'deformed' versions of special relativity.


Recent Publications:

  • A model for non-singular black hole collapse and evaporation, Leonardo Modesto, Isabeau Prémont-Schwarz, Sabine Hossenfelder, Phys.Rev.D81:044036,2010, 0912.1823, 2009-12-09

  • Conservative solutions to the black hole information problem, Lee Smolin, Sabine Hossenfelder, 0901.3156, 2009-01-20

  • A Bi-Metric Theory with Exchange Symmetry, S. Hossenfelder, Phys.Rev.D78:044015,2008, 0807.2838, 2008-07-17

  • A Note on Quantum Field Theories with a Minimal Length Scale, S. Hossenfelder, Class.Quant.Grav.25:038003,2008, 0712.2811, 2007-12-17

  • Multi-Particle States in Deformed Special Relativity, S. Hossenfelder, Phys.Rev.D75:105005,2007, hep-th/0702016, 2007-02-02

  • Deformed Special Relativity in Position Space, S. Hossenfelder, Phys.Lett.B649:310-316,2007, gr-qc/0612167, 2006-12-26

  • Phenomenological Quantum Gravity, S. Hossenfelder, AIPConf.Proc.903:463-466,2007, hep-th/0611017, 2006-11-01

  • A Hybrid Model of Neutrino Masses and Oscillations: Bulk Neutrinos in the Split-Fermion Scenario, Sabine Hossenfelder, Keith R. Dienes, Phys.Rev. D74 (2006) 065013, hep-ph/0607112, 2006-07-11

  • Interpretation of Quantum Field Theories with a Minimal Length Scale, S. Hossenfelder, Phys.Rev.D73:105013,2006, hep-th/0603032, 2006-03-06

  • Self-consistency in Theories with a Minimal Length, S. Hossenfelder, Class.Quant.Grav. 23 (2006) 1815-1821, hep-th/0510245, 2005-10-28


 
 
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