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1 %!TEX root = ../blob1.tex |
1 %!TEX root = ../blob1.tex |
2 |
2 |
3 \section{Hochschild homology when \texorpdfstring{$n=1$}{n=1}} |
3 \section{Hochschild homology when \texorpdfstring{$n=1$}{n=1}} |
4 \label{sec:hochschild} |
4 \label{sec:hochschild} |
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5 |
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6 \subsection{Outline} |
5 |
7 |
6 So far we have provided no evidence that blob homology is interesting in degrees |
8 So far we have provided no evidence that blob homology is interesting in degrees |
7 greater than zero. |
9 greater than zero. |
8 In this section we analyze the blob complex in dimension $n=1$. |
10 In this section we analyze the blob complex in dimension $n=1$. |
9 We find that $\bc_*(S^1, \cC)$ is homotopy equivalent to the |
11 We find that $\bc_*(S^1, \cC)$ is homotopy equivalent to the |