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--- blog:2023-02-08 [2023/02/08 22:28] – created pzhou
+++ blog:2023-02-08 [2023/06/25 15:53] (current) – external edit 127.0.0.1
@@ Line 3: / Line 3: @@
   * Localization for KRLW algebra over a downstairs skeleton.
   * Realizing the skeleton of hypertoric quotient.
+  * Comparison of Honda-Tian-Yuan and Mak-Smith.
 ===== localization =====
-Let's consider baby things first. Can we glue up $cNH_2$ from $NH_2$ and $NH_1 \boxtimes NH_1$?
+Let's consider baby things first. Can we glue up $cNH_2$ from $NH_2$ and $NH_1 \boxtimes NH_1$ over $(S^1 \times S^1) / S_2$. The latter space is a stratified manifold.
+(Consider another thing. How about finite Hecke algebra. The computation is in the full Hilb. That's why there is some sensitivity of the perturbation of Lagrangians.
+===== Moduli space of disks =====
+Honda-Tian-Yuan and Ekholm-Shende, they considered path groupoid on a real two-dimensional space. The true upstairs skeleton.
+===== Generation result =====
+  * Auroux https://arxiv.org/pdf/1001.4323.pdf
+  * Lekili-Dyckhoff-Jasso https://lekili.duckdns.org/research/higheraus.pdf