The radicality conjecture for patch ideals of K-orbit closures

Let $I_{\gamma,\beta}$ be the patch ideal defining a neighborhood of the $K$-orbit closure $Y_{\gamma}$ at the point indexed by $\beta$. Patch-ideal radicality conjecture. The ideal $I_{\gamma,\beta}$ is radical. Radicality has been verified for the stated finite families of patch ideals in the paper, but remains open in general.