Welcome Tommaso! He completed his Bachelor and Master studies at the University of Padova and carried out his Master thesis in the group of Markus Hennrich (Stockholm University). Specifically, he was involved in the realization of a single ion addressing system. In Innsbruck, he will be working on building up a new high-fidelity quantum processor.

Welcome Robert! He completed his Bachelor and Master studies at Heidelberg University in the field of neutral Ultracold Gases. His Master thesis focused on the implementation of a optical dipole trap for lithium to create a ultracold lithium-cesium mixture. Now in Innsbruck he is joining the AQTION team.

Congratulations, Martin!

Thesis Title: A photonic quantum interface between trapped ions and the telecom C-Band

Welcome Johannes! He is joining us for his master's project. He will work with the Phinet team on integrating a microwave source into the setup for driving qubit rotations.

For decades computers have been synonymous with binary information – zeros and ones. Now a team at the University of Innsbruck, Austria, realized a quantum computer that breaks out of this paradigm and unlocks additional computational resources, hidden in almost all of today’s quantum devices.

Austrian Quantum physicist Martin Ringbauer has been awarded a Starting Grant by the European Research Council (ERC) for his experimental research on new approaches for quantum information processing. The grant, endowed with around 1.5 million euros, is the highest award for successful young scientists in Europe.

Congratulations, Josef!

Thesis Title: interface between trapped-ion qubits and travelling photons with close-
to-optimal efficiency

Congratulations, Verena!

Thesis Titled: Ein robuster, kompakter Ionenfallen-Quantencomputer

A quantum system consisting of only 51 charged atoms can assume more than two quadrillion different states. Calculating the system's behavior is a piece of cake for a quantum simulator. A research team from the University of Innsbruck and the Technical University of Munich (TUM) has now shown how these systems can be described using equations from the 18th century.