"Superspace" is a generalization of the multivariate polynomial ring in which some variables commute (like bosons in mathematical physics) while others anti-commute (like fermions). Beginning with a conjecture by Mike Zabrocki in 2019, there has been much work on extending the combinatorics of the multivariate polynomial ring into superspace. In this informal talk, I will outline some recent successes of this program and many still-open problems.