Time: Wednesday, December 5th, 4:30 pm
Location: MPQ lecture hall, B 0.32

The talk discussed the history of Maxwell’s Demon, the Second Law of Thermodynamics, and its connection to Information Theory. It showed how these concepts can be explained to non-physicists in a comic book of an adventure story called “Max the Demon vs Entropy of Doom’’

A joint workshop with the primary goal of establishing connections between the students from the three institutions and stimulate discussions among them. The program included talks by two PIs of each institution: Immanuel Bloch and Matthias Punk from IMPRS-QST, Johannes Fink and Jörg Schmiedmayer from CoQus and Lauriane Chomaz and Wolfgang Lechner from Innsbruck. Moreover, Klaus Sengstock from the University of Hamburg also gave a presentation on his exciting research!

Location: MPQ lecture hall B 0.32

For a long time, and even after the Feynman diagrams and rules were publicly known, Feynman's approach to quantum electrodynamics remained largely private. For this reason, its stupendous efficiency sounded like magic to most of his contemporaries. The purpose of this essay is to bring out the hidden contrivances of this magic.

Photonic quantum technologies: From foundations to applications

Furthering your career:
- Postdoc opportunities in the Alexander von Humboldt Foundation’s global network
- Research management: An alternative for you?

Non-Equilibrium Dynamics of Quantum Many-Body Systems: Irreversibility and the Quantum Butterfly Effect

From Newton Nonlocality to Quantum Teleportation

During their undergraduate and graduate studies, physicists acquire a broad set of transferable skills which make many career paths available, also outside of academia.

After a postdoc in condensed matter theory, Dr. Susanne Pielawa joined a start-up as an early employee, and developed algorithms for a 3D-model search engine. She is now a Software Engineer at Google Munich.

A joint initiative of four International Max Planck Research School, including IMPRS-QST. [more]

Entropy is a central quantity in information theory, probability and physics. This spring school dealt with fundamental concepts and basic operational interpretations of entropy with a particular focus on applications to quantum mechanics.