currently @ Institute of Theoretical and Computational Physics, Technical University Graz
research: My main focus within this project so far has been on the development of the numerical approach itself, that can be used to explore the steady-state transport properties of strongly correlated systems. In particular we proposed both a non-equilibrium Dynamical Mean-Field Theory as well as a Variational Cluster Approach, that can be applied to a large variety of problems. Having this method at hand, I hope that we can get insight into universal properties of strongly-correlated many-body systems out of equilibrium.
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currently @ Institute of Theoretical and Computational Physics, Technical University Graz
research: transport in strongly correlated quantum dots, development of cluster methods for strongly correlated quantum many-body systems out of equilibrium, non-equilibrium Variational Cluster Aproach
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currently @ Institute of Theoretical and Computational Physics, Technical University Graz
research: numerical treatment of many-body systems with electron-phonon coupling out of equilibrium
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currently @
research: generalization of the non-equilibrium Variational Cluster Approach to the desciption of symmetry-broken phases, particularly superconductivity
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left the group in 2012

currently @ Institute of Molecular Biosciences / University of Graz
research: development of Cluster Perturbation Theory and the Variational Cluster Approach to describe Laser-driven optical microcavity-systems
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left the group in 2012

currently @ Center for Complexity Science / University of Warwick
research: dynamical systems, emergence, complex systems
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left the group in 2011