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Entanglement and Products by Barron, Tatyana; Wheatley, Noah is a scholarly article available to read on EtoBox.

What is Entanglement and Products about?

We consider a sequence of quantum states, $\rho_N$, associated with a submanifold $\Lambda$ of product of two integral compact K\"ahler manifolds. We show that, when $\Lambda$ is a product submanifold, then, in the semiclassical limit, these states are not entangled. We discuss whether geometry of $\Lambda$ (specifically $\Lambda$ being a product submanifold) has any relationship with entanglement properties of $\rho_N$.

Author

Barron, Tatyana; Wheatley, Noah

Published

2021

Language

EN