Speaker
Description
Frustration is a phenomenon commonly encountered in various domains, from social and psychological contexts to the realm of physics. In particular, the concept of frustration has a significant role in quantum systems, where it describes situations in which the individual components of a system cannot achieve a globally optimal state due to conflicting interactions. This presentation will delve into the distinction between multipartite and bipartite entanglement, we will introduce computational algorithms for simulating a large number of quantum states, particularly focusing on systems of multiple qubits. The talk will explain how frustration emerges in these quantum systems and how it can be studied computationally through statistical approaches. Specifically, we will analyze the distribution of bipartite and multipartite entanglement in frustrated systems, revealing how frustration affects different states, including random states and states with uniform real-phase distributions. Through this analysis, we will highlight the distinct ways in which frustration manifests in different types of quantum states.
