Singlet Mott state simulating the bosonic Laughlin wave function
Singlet Mott state simulating the bosonic Laughlin wave function
We study properties of a class of spin-singlet Mott states for arbitrary spin $S$ bosons on a lattice, with particle number per cite $n=S/l+1$, where $l$ is a positive integer. We show that such a singlet Mott state can be mapped to a bosonic Laughlin wave function on a sphere …