Our research profile
Our research group focuses on foundational questions in quantum information and open quantum systems. A first major topic is the phenomenon of quantum entanglement between two or more particles. Here, we are developing analytical approaches to characterize the different forms of entanglement and their usefulness.
A second major topic is quantum thermodynamics. There, we extend and refine the thermodynamical laws using tools from quantum optics and information theory in order to understand how microscopic quantum systems exchange heat, work, and information with their environment.
Third, we are developing methods to analyze and improve quantum information processing devices using tools like shadow tomography or error mitigation.
In this research, the group forges a bridge from advanced mathematical methods to collaborations with experimentalists. We work closely with other groups doing quantum science at the University of Siegen. In addition, we collaborate with many partners around the world, e.g., from Austria, Brazil, China, France, Poland, Spain, and Sweden.
Main research areas
- Multi-particle Entanglement
- Graph States and the Stabilizer Formalism
- Theory of Measurements in Quantum Mechanics
- Open Quantum Systems
- Bayesian Metrology
- Shadow Tomography
Our courses
We offer various lectures and courses for the Bachelor's degree program in Physics, the Master's degree program in Physics, and the Master's degree program in Quantum Science program. The courses of the current semester can be viewed and booked on unsiono and can be booked. The regularly offered courses are
- Introduction to Quantum Theory
- Concepts of Quantum Science
- Quantum Thermodynamics
- Key Concepts of Theoretical Physics
- Foundations of Quantum Mechanics
- Quantum Information Theory
- Machine Learning
Our publications
Contextuality as a precondition for entanglement
Contextuality as a precondition for entanglement
Multiparticle singlet states cannot be maximally entangled for the bipartitions
Multiparticle singlet states cannot be maximally entangled for the bipartitions
Statistical Methods for Quantum State Verification and Fidelity Estimation
Statistical Methods for Quantum State Verification and Fidelity Estimation
Work fluctuations and entanglement in quantum batteries
Work fluctuations and entanglement in quantum batteries
Certifying Quantum Separability with Adaptive Polytopes
Certifying Quantum Separability with Adaptive Polytopes
Complete characterization of quantum correlations by randomized measurements
Complete characterization of quantum correlations by randomized measurements
Finding maximal quantum resources
Finding maximal quantum resources
Quantum LOSR networks cannot generate graph states with high fidelity
Quantum LOSR networks cannot generate graph states with high fidelity
Symmetries in quantum networks lead to no-go theorems for entanglement distribution and to verification techniques
Symmetries in quantum networks lead to no-go theorems for entanglement distribution and to verification techniques
Characterizing generalized axisymmetric quantum states in d×d systems
Characterizing generalized axisymmetric quantum states in d×d systems
Exact Entanglement Dynamics of Two Spins in Finite Baths
Exact Entanglement Dynamics of Two Spins in Finite Baths
Optimising shadow tomography with generalised measurements
Optimising shadow tomography with generalised measurements
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Postal address
University of Siegen
Department of Physics
Emmy-Noether-Campus
Walter-Flex-Straße 3
57072 Siegen
Germany
Visitor address
University of Siegen
Department of Physics
Emmy-Noether-Campus, Room B-107
Walter-Flex-Straße 3
57072 Siegen
Germany
Secretariat
You can find the contact details of the group members in the team overview.