Quantum field theories are at the core of our understanding of modern physics as they describe three of the four fundamental forces in nature. Strongly interacting regimes are described by lattice gauge theories, a discretization of quantum field theories on a lattice. Certain phenomena, like real-time dynamics and finite density scenarios, remain poorly understood as conventional simulation methods fail. While techniques have been found to mitigate that problem in one dimension, in this thesis, we develop new techniques for two and more dimensions.     «

Quantum field theories are at the core of our understanding of modern physics as they describe three of the four fundamental forces in nature. Strongly interacting regimes are described by lattice gauge theories, a discretization of quantum field theories on a lattice. Certain phenomena, like real-time dynamics and finite density scenarios, remain poorly understood as conventional simulation methods fail. While techniques have been found to mitigate that problem in one dimension, in this thesis...     »