| Description |
Sauro Succi (IIT, Roma, Harvard)
Abstract:
Over the last three decades, lattice kinetic theory has met with major success for the quantitative description of a large variety of complex flowing systems across a broad spectrum of scales and regimes. This success is largely grounded on the mathematical structure of kinetic theory, whereby information propagates along spacetime independent characteristics, thus greatly facilitating massively parallel implementations also in the presence of strong nonlinearities and complex geometries. In this talk, I shall discuss the prospects of exporting the aforementioned assets to the context of quantum computing, with a special focus on fluid turbulence. |
CMSP Seminar (Joint ICTP/SISSA Statistical Physics): Towards Lattice Boltzmann Quantum Computing for Fluids
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