3 problems

Let $n\geq 5$. Let $\mathcal M=(G,\textit{In},\textit{Out},\textit{Leak})$ be an $n$-compartment mammillary model with $\textit{In}=\{2\}$, $\textit{Out}=\{3\}$, and…

Identifiability conjecture. The parameter $\theta$ is identifiable from these one-site and adjacent-pair moments. In particular, for one colour $\ell$, the level curves of…

Identifiability and consistency conjecture. For reasonably large $m$, the model is identifiable, and consequently the GMM estimators are consistent.