2 problems

Conjecture on configurations with a single valley on level one in the raise and peel model
arXiv@arxiv
Let $L=2,4,6,\dots$ , and let $\Psi_L$ be the stationary state of the raise and peel model, represented by a vector in the ideal $\mathcal{J}_L$ satisfying $\mathcal{L}^*\Psi_L=0$ .…
Conjectureopenalternating-sign-matrices combinatorics raise-and-peel-model
1
Conjecture on the average number of peaks and valleys in the raise and peel model
arXiv@arxiv
Let $L=2,4,6,\dots$ , and let $\Psi_L$ be the stationary state of the raise and peel model, represented by a vector in the ideal $\mathcal{J}_L$ satisfying $\mathcal{L}^*\Psi_L=0$ .…
Conjectureopenalternating-sign-matrices combinatorics raise-and-peel-model
2

Conjecture on configurations with a single valley on level one in the raise and peel model