New Special Issue "Quantum Many-Body Dynamics in Physics, Chemistry, and Mathematics"
Dear Colleagues,
The Schr?dinger equation is central to quantum mechanics and a cornerstone for the description of many fascinating phenomena in AMO, chemical, condensed-matter, and nuclear physics. Quantum many-body dynamics attract an enormous amount of interest in physics, chemistry, and mathematics alike.
The purpose of this Special Issue is to amalgamate contributions from researchers actively working on solutions, applications, and theoretical methodologies for the time-dependent Schr?dinger equation for few- and many-particle systems.
We thus solicit contributions including, though not restricted to:
- wavefunction-based methods such as configuration interaction, exact diagonalization, multiconfigurational time-dependent Hartree methods, or coupled cluster theory;
- exactly-solvable models;
- numerical methods;
- mathematically rigorous results;
- connections between mean-field and many-body descriptions.
We kindly invite you to contribute manuscripts about the theories, models, or methods themselves or, alternatively, their applications, e.g., to quantum correlations and fluctuations in ultracold atoms and Bose–Einstein condensates or correlated electron-dynamics triggered by light–matter interactions.
Prof. Ofir E. Alon
Dr. Axel U. J. Lode
Guest Editors
https://www.mdpi.com/journal/entropy/special_issues/quantum_many_body