Special Session organized by S. Flach, and B. Altshuler
This session will cover the fascinating field of classical and quantum thermalization of nonintegrable many-body systems. At stake are fundamental questions raised with the study of Many Body Localization, scaling close to integrable limits, and the control and efficiency of quantum computers and quantum computing platforms.
A tremendous number of technical methods have been developed to theoretically quantify thermalization, such as ergodization times, Lyapunov spectra, multifractality of wave functions, return probabilities, and more. These methods are based on solid concepts of statistical physics including Eigenstate Thermalization Hypothesis and symplectic phase space flow theory. In particular, we are interested in merging the concepts of multifractality of quantum eigenstates, Lyapunov spectrum scaling close to integrable limits, and return probability related Kolmogorov-Sinai entropy concepts.
We will bring together experts from both quantum and classical research networks to discuss the state of the art, highlight conceptual progress and explore cross fertilization potential.
List of potential speakers:
- Marin Bukov (Germany)
- Adolfo del Campo (Luxembourg)
- Helen Christodoulidi (UK)
- Carlo Danieli (Italy)
- Liang Huang (China)
- Konstantinos Makris (Greece)
- Aniket Patra (South Korea)
- Benno Rumpf (USA)
- Lev Vidmar (Slovenia)
- Hong Zhao (China)
- Dahai He (China)