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}

     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