Speaker
Alejandro Romero-Ros
(Universitat de Barcelona)
Description
Neural Quantum States (NQS) leverage the parameterization of the wave function with neural-networks. In contrast to other variational methods, they are highly scalable with system size and capable of capturing complex behaviours.
Here, we present proof-of-principle time-dependent NQS simulations to illustrate the ability of this approach to effectively capture key aspects of quantum dynamics in the continuum, from the simple quantum harmonic oscillator to the Gross-Piraevskii Equation.
These results highlight the potential of NQS for studying quantum dynamics and open the way for applications in more complex many-body systems, including ultracold atoms, nuclear physics, and quantum simulation.
Author
Alejandro Romero-Ros
(Universitat de Barcelona)
Co-authors
Arnau Rios Huguet
(University of Barcelona)
Javi Rozalén Sarmiento
(Universitat de Barcelona)