I work in the group of Dr Jacob Schewe at Research Department 3 - Transformation Pathways on the interplay of international human migration and Climate Change.
Based on stochastic approaches I investigate new strategies to model this multi-faceted and complex relation and develop migration scenarios for the future. This research is part of the HABITABLE project.
For my research in the field of solid state theory, please visit: Link
Petition for more sustainable and diverse scientific conferencing: GreenerAcademia
Department
Working Group
FutureLab
Contact
Potsdam Institute for Climate Impact Research (PIK)
T +49 (0)331 288 20909
karim.zantout[at]pik-potsdam.de
P.O. Box 60 12 03
14412 Potsdam
14412 Potsdam
ORCID
Education
- PhD | 2021 | Goethe University Frankfurt, Institute for Theoretical Physics
- M. Sc. in Physics | 2016 | Goethe University Frankfurt
- B. Sc. in Mathematics | 2021 | Goethe University Frankfurt
- B. Sc. in Physics | 2014 | Goethe University Frankfurt
Work experience
- Data science | 04/2021 - 04/2022 | emsys grid services GmbH
Awards and Scholarships
- Walter-Greiner award | 2022
- Stummel-Stiftung advancement award | 2021
- "Distinguished personality with migration background" | 2018
- Philip-Siedler science award | 2017
- Hans-Böckler Foundation scholarship | 2011-2016
- Erasmus+ scholarship | 2014
pre-prints:
2023
- S. Michelini, K. Petrova, C. Gong, K. Zantout,
From Climate Migration to Climate Mobility: Ideas for Quantitative Modeling Moving Forward,
pre-print on Research Gate (2023) - K. Zantout, J. Schewe,
Stochastic evolution model for international migration,
pre-print on research square (2023)
peer-reviewed:
2023
- K. Zantout, S. Backes, A. Razpopov, D. Lessnich, R. Valenti,
Improved effective vertices in the multi-orbital Two-Particle Self-Consistent method
from Dynamical Mean-Field Theory,
Phys. Rev. B 107, 235101 (2023)
arXiv:2211.01400 (2022)
2021
- K. Zantout, S. Backes, R. Valenti,
Two-Particle Self-Consistent method for the multi-orbital Hubbard model,
Annalen der Physik (2021) 2000399
arXiv:2008.08098 (2020)
2020
- S. Bhattacharyya, K. Björnson, K. Zantout, D. Steffensen, L. Fanfarillo, A. Kreisel, R. Valenti, B. M. Andersen, P. J. Hirschfeld,
Non-local correlations in Iron Pnictides and Chalcogenides,
Phys. Rev. B 102, 035109 (2020)
arXiv:2003.01638 (2020) - J. M. Pizarro, S. Adler, K. Zantout, T. Mertz, P. Barone, R. Valenti, G. Sangiovanni, T. O. Wehling,
Deconfinement of Mott Localized Electrons into Topological and Spin-Orbit Coupled Dirac Fermions,
npj Quantum Materials 5, 79 (2020)
arXiv:2001.04102 (2020)
2019
- K. Zantout, S. Backes, R. Valenti,
Effect of non-local correlations on the electronic structure of LiFeAs,
Phys. Rev. Lett. 123, 256401 (2019)
arXiv:1906.11853 (2019) - T. Mertz, K. Zantout, R. Valenti,
Statistical Analysis of the Chern Number in the Interacting Haldane-Hubbard Model,
Phys. Rev. B 100, 125111 (2019)
arXiv:1905.02218 (2019)
2018
- T. Mertz, K. Zantout, R. Valenti,
Self-Energy Dispersion in the Hubbard Model,
Phys. Rev. B 98, 235105 (2018)
arXiv:1806.09645 (2018) - K. Zantout, M. Altmeyer, S. Backes, R. Valenti,
Superconductivity in correlated BEDT-TTF molecular conductors: Critical temperatures and gap symmetries,
Phys. Rev. B 97, 014530 (2018)
arXiv:1711.09630 (2017)
Theses
- PhD thesis (2020) with corrections (June 2022):
The Two-Particle Self-Consistent approach and its application to real materials - Master thesis (2016):
Unconventional superconductivity within the single-orbital Hubbard model beyond the Random Phase Approximation - Bachelor thesis mathematics (2020):
Eigenschaften des Spektrums periodischer Schrödingeroperatoren - Bachelor thesis physics (2014):
London-, Ginzburg-Landau- und Bardeen-Cooper-Schrieffer-Theorie für konventionelle Supraleiter
HABITABLE - Linking Climate Change, Habitability and Social Tipping Points: Scenarios for Climate Migration
