https://pzhou.org/ 2026-06-20T07:59:34+00:00 https://pzhou.org/ https://pzhou.org/lib/tpl/dokuwiki/images/favicon.ico text/html 2026-03-07T19:33:42+00:00 Anonymous (anonymous@undisclosed.example.com) https://pzhou.org/projects/clusterhms/overview?rev=1772912022&do=diff Overview There are three approaches, * Daping's canonical skeleton using $\omega = Im(\Omega)$. * Constructing Kahler potential by extending (after modification) standard KP on $(\C^*)^n$. * Semi-Tropicalize the cluster variety, put the main torus on some flat region. Let trickle down from text/html 2026-03-06T22:42:58+00:00 Anonymous (anonymous@undisclosed.example.com) https://pzhou.org/projects/clusterhms/skeleton-for-n-1?rev=1772836978&do=diff Skeleton for framed $A_1$ quiver The equation for $X_1$ is $x x' = 1 + q$, $q \in \C^*, x,x' \in \C$. We have several approaches to build a Liouville structure on this space. They are related here but have different abilities to generalize to higher dimension. text/html 2026-03-06T17:44:30+00:00 Anonymous (anonymous@undisclosed.example.com) https://pzhou.org/projects/clusterhms/start?rev=1772819070&do=diff HMS for cluster $A_n$