Quantum Matter

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Research Unit F: Quantum Matter

When many quantum particles interact, they can or­ganize themselves into highly entangled states with unexpected properties that transcend those of the in­dividual constituents. Such many-body quantum states are extremely difficult to predict theoretically and study experimentally, despite a complete understanding of the underlying interactions. They host a plethora of emer­gent properties that are at the forefront of research in quantum matter.
The central goal of RU-F is to ex­perimentally realize tailored quantum materials and custom-designed many-body systems, to understand quantum phases of matter, to develop methods for controlling their properties, and to establish theoretical tools for their modeling.

RU-F-Q-Matter_Grafik



Topological states of matter
are particularly fascinating, since they can be used to host excitations such as any­ons showing new forms of quantum statistics. Research in quantum matter bears great potential for transformative discoveries and holds promise for a new generation of electronic, spintronic and photonic devices with currently inaccessible functionalities.

The control and exploitation of entangle­ment, electronic interactions, and quantum fluctuations occurring on different time and length scales pave the way for the design and realization of systems with novel and unex­pected functionalities.

Topologically ordered phases may allow one to devise novel surface properties and efficient couplings between dif­ferent degrees of freedom. In custom-designed nanostructures and artificial systems, collec­tive quantum effects may even allow us to tailor excitations such as skyrmions, merons, hopfions, compactons, and topological solitons for energy-ef­ficient computing and novel concepts in optical communication.

To achieve its main goals, RU-F combines broad scientific expertise in quantum matter with a unique collection of state-of-the-art experimental techniques and facilities for materials preparation. It brings together researchers from experimental and theoretical physics, quantum information theory, mathematics, chemistry, and materials science. This joint approach is expected to lead to major advances in current quantum matter physics and to place Munich in an internationally leading position in quantum matter research in the long-term future as well.

RU-F Coordinators

Simone Warzel

Mathematical Physics

Equal Opportunity Manager

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Christian Pfleiderer

Topology of Correlated Systems

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Active Members in RU-F

Wilhelm Auwärter

Molecular Engineering at Functional Interfaces

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Immanuel Bloch

Quantum Many Body Systems

MCQST Speaker
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Jonathan Finley

Semiconductor Nanostructures and Quantum Systems

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Rupert Frank

Mathematical Physics and Spectral Theory

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Rudolf Gross

Technical Physics

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Christian Hainzl

Analysis and Mathematical Physics

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Wolfgang Heckl

Science Communication

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Alexander Holleitner

Hybrid Nanosystems and Nanoscale Optoelectronics

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Hans Hübl

Magnetism, Spintronics and Quantum Information Processing

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Sabine Jansen

Mathematical Physics and Statistics

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Michael Knap

Collective Quantum Dynamics

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Phan Thành Nam

Analysis and Mathematical Physics

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Lode Pollet

Theoretical Nanophysics

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Frank Pollmann

Theoretical Solid State Physics

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Matthias Punk

Theoretical Solid State Physics

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Christian Schilling

Quantum Information Theory & Quantum Many-Body Physics

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Ulrich Schollwöck

Theoretical Nanophysics

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Heinz Siedentop

Analysis and Mathematical Physics

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Thomas Østergaard Sørensen

Analysis and Mathematical Physics

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Jan von Delft

Theoretical Solid State Physics

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Thomas Weitz

Physics of Nanosystems

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