I am Yousef Mafi, a PhD student in Physics at Tampere University.
I hold a bachelor’s and master’s degree in Electrical Engineering.
My research focuses on quantum information and computation using quantum computers.
I am especially interested in quantum many-body systems, entanglement, and quantum simulations.
Research interests
Dynamic circuits and compiler-aware optimization for scalable superconducting quantum computing.
Entropy, entanglement growth, and quantum machine learning in monitored quantum circuits
Quantum simulation on superconducting quantum computers, with a focus on Trotter-based implementation.
Recent publications
Combining recent advances in superconducting quantum hardware, we explore quantum correlations in a previously inaccessible regime by observing \emph{simultaneously} high-dimensional and many-body Bell non-locality. We report a high-confidence Bell violation in the correlations between two -dimensional systems encoded in twelve qubits. For system sizes up to , the strength of the observed nonlocal correlations exceeds the quantum upper bound for systems, providing direct evidence of high-dimensional nonlocality. Furthermore, we demonstrate that the observed violation is genuinely collective: all qubits contribute to the nonlocal correlations, while most pairwise correlations across the bipartition remain Bell-local. Our work illustrates how present-day quantum processors enable the exploration of fundamental predictions of quantum mechanics in previously inaccessible regimes and, in turn, how fundamental quantum effects can be used to benchmark their performance.
Sharing entangled pairs between nonsignaling parties via entanglement swapping constitutes a striking demonstration of the nonlocality of quantum mechanics and a crucial building block for future quantum technologies. In this work, we generalize pair-swapping methods by introducing a many-body entanglement swapping protocol, which allows two nonsignaling parties to share general many-body states along an arbitrary partitioning. The shared many-body state retains exactly the same Schmidt vectors as the target state and exhibits typically high fidelity, which approaches unity as the variance of the Schmidt coefficients vanishes. Moreover, we demonstrate how the three-party protocol can be generalized to many-body swapping networks, enabling a general many-body state sharing with unit fidelity via arbitrary number of intermediate nodes. This is achieved by replacing all but one of the unitary operations with those corresponding to the same Schmidt states but with a flattened spectrum, which also completely eliminates the need for postselection. We provide a proof of concept of the three-party protocol on real quantum hardware and discuss how it enables functionalities, such as fault-tolerant entanglement swapping and strategies for distributed quantum computing.
Link: Physical Review Research