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--- blog:2023-06-18 [2023/06/19 05:51] – [Teleman's shift] pzhou
+++ blog:2023-06-18 [2023/06/25 15:53] (current) – external edit 127.0.0.1
@@ Line 29: / Line 29: @@
 What's the most naive thing? just do set, and union. pointwise operation, take the image of the map.
-Then, what does monopole operator mean? And what does an equivariant homology cycle mean?
+Then, what does monopole operator mean? And what does a BM equivariant homology cycle mean? What does equivariant mean? If we consider $S^2$ mod $U(1)$, what do we get? I would take the Borel construction.
+Let's blackbox a bit. BFN and Teleman deals with matter differently. In BFN, we use the same indexing set for basis. The multiplication rule for the 'monopole' operators are different. The monopole operators are the global coordinate, the global fiber coordinates. If you compose two fundamental cycle of Schubert varieties, you can get a lot of stuff. When you encounter folding, in the sense that two input arrows