Weyl correspondence method to construct multipartite entangled quantum state

TL;DR

This paper introduces a Weyl correspondence method to construct multipartite entangled quantum states, providing a concise approach for representing continuous entangled states using the Fock basis and operator techniques.

Contribution

The paper presents a novel application of Weyl correspondence and IWOP techniques to efficiently construct and represent multipartite entangled states in quantum physics.

Findings

Constructed multipartite entangled states as eigenvectors of specific operators

Provided a concise method for Fock representation of continuous entangled states

Demonstrated effectiveness of the Weyl correspondence approach

Abstract

Via the Weyl correspondence approach, we construct multipartite entangled state which is the common eigenvector of their center-of-mass coordinate and mass-weighted relative momenta. This approach is concise and effective for setting up the Fock representation of continuous multipartite entangled states. The technique of integration within an ordered product (IWOP) of operators is also essential in our derivation.