Solving quantum lattice gauge theories with quantum computers
Quantum many-body systems are very hard to simulate, as computational resources (time and memory) typically grow exponentially with system size. Quantum computers or analog quantum simulators can circumvent this problem and thus can help us to simulate quantum models in a much more efficient way.
In this talk I will first summarize some quantum algorithms to study the dynamics of quantum many-body systems, as well as the zero temperature behavior. Then, I will introduce two efficient quantum algorithms to determine finite energy and temperature properties of such systems. Finally, I will also consider their applications to lattice gauge theories.
Live streaming: QuantHEP Seminar YouTube channel