Peng Zhou

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blog:2024-12-06 [2024/12/09 07:28] pzhoublog:2024-12-06 [2024/12/09 07:37] (current) pzhou
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 We have the pullback super-potential $\wt W_Y$ on $\wt Y$ from $Y$.  We have the pullback super-potential $\wt W_Y$ on $\wt Y$ from $Y$. 
  
-3. Somehow, we have an extra factor $Lie(T^\vee)^\vee = Lie(T)$, where the 'sigma' field and 'gamma' contour lives. Doing an integral along $\sigma \in \gamma$ with exponential factor $\exp(\sigma(\wt \pi - t))$ forces $\wt pi = t$+3. Somehow, we have an extra factor $Lie(T^\vee)^\vee = Lie(T)$, where the 'sigma' field and 'gamma' contour lives. Doing an integral along $\sigma \in \gamma$ with exponential factor $\exp(\sigma(\wt \pi - t))$ forces $\wt pi = t$.  
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 +4. However, we don't want to just do integral. We want to have A-model objects.  
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blog/2024-12-06.1733729314.txt.gz · Last modified: 2024/12/09 07:28 by pzhou