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Quantum Correlations in Bipartite Systems by Yash Nora is a document available to read on EtoBox.

This document discusses quantifying quantum correlations in bipartite quantum systems beyond just qubits (two-level systems). It finds that systems with dimension d ≥ 3 exhibit greater complexity than qubit (d = 2) systems. Specifically, there is no direct generalization of the Peres-Horodecki necessary and sufficient separability criterion to higher dimensional systems. The document also outlines how the geometry of state spaces changes from a Bloch ball for qubits to more complex structures for qutrits (d

Author
Yash Nora
Language
EN