What happened
Derksen, van den Essen, and Zhao (2017) proposed the Gaussian Moments conjecture as a route toward the Jacobian conjecture. After public claims of a Jacobian counterexample, Long asked models for small GMC failures. Sol Pro produced a six-term cubic in four Gaussians; Fable 5 then produced a five-term quartic in three variables. Both satisfy E(P^m)=0 while E(QP^m)=m!≠0. The examples are explicit and checkable by computer algebra; the preprint is unrefereed. The two-variable case is left open here. We do not import the Jacobian n=3 claim as a resolved event.
