# Monomials' list for Laurent polynomials

Given a Laurent polynomial, is there a method to list its monomials?
For example, for the polynomial $f(x,y) = x/y + y +3/x$ in the ring $R[x^\pm,y^\pm]$, it should give a list of the form `[x/y,y,3/x]`

. Something similar exists for polynomials, it is given by monomials().