Understanding composite, interacting quantum many body systems and harnessing their potential for quantum information purposes as quantum simulators or quantum sensors, as well as applying insights gained here to other fields, including biology, pose some of the most outstanding challenges in modern quantum physics.
Quantum Effects in Biology
Open Quantum Systems
Diamond Sensors and Simulators
Furthermore, our group investigates the possibility of forming interfaces between the these many-body systems and light in order to generate novel non-classical light sources and quantum memories for light.
Quantum Many-Body Systems and Control
Quantum Information and Entanglement Theory
Quantum Simulations With Trapped Particles
Our research group aims to address these challenges by pursuing research in quantum information and entanglement theory as well as the theory of open quantum systems and the study of non-trivial quantum effects in biological systems. We work with a wide variety of technologies, including NV centers in diamond, trapped ions and optical cavities, by developing theoretical proposals whose realization and application for example in biology we are pursuing in collaboration with national and international groups and interacting very closely with the experimental groups in Ulm.
We are part of the vibrant quantum science community at Ulm University. In this short video you can learn more about the topics that our and the other research groups in this community work at
Am Institut für Theoretische Physik stehen eine breite Auswahl von Themen aus den Bereichen der Quanteninformation, Quantenoptik und Quantenbiologie sowie der Kosmologie zur Verfügung. Anfragen beim Institutsdirektor, Herrn Prof. Plenio, sind jederzeit willkommen.
Most Recent Papers
On the Significance of Interferometric Revivals for the Fundamental Description of Gravity, Universe, 8, 58 (2022)
Design Principles for Long-Range Energy Transfer at Room Temperature, Phys. Rev. X 11, 041003
Versatile Atomic Magnetometry Assisted by Bayesian Inference, Phys. Rev. Applied 16, 024044
Efficient construction of matrix-product representations of many-body Gaussian states, Phys. Rev. A 104, 012415 (2021)
Institute of Theoretical Physics
D - 89069 Ulm
Tel: ++49 / 731 / 50 - 22911
Fax: ++49 / 731 / 50 - 22924
Office: Building M26, room 4117
Click here if you are interested in applying to the group