# HG changeset patch # User Kevin Walker # Date 1277063620 25200 # Node ID 75c962025a070fa44db6a98ac23277a2f3496210 # Parent 6caac26b5c2991a14219c900231212580626a351# Parent 2e9a8385c2e76054440746d8fd351d8dab2f8002 Automated merge with https://tqft.net/hg/blob/ diff -r 6caac26b5c29 -r 75c962025a07 text/deligne.tex --- a/text/deligne.tex Sun Jun 20 12:43:11 2010 -0700 +++ b/text/deligne.tex Sun Jun 20 12:53:40 2010 -0700 @@ -11,7 +11,7 @@ (Proposition \ref{prop:deligne} below). Then we sketch the proof. -\nn{Does this generalisation encompass Kontsevich's proposed generalisation from \cite[\S2.5]{MR1718044}, +\nn{Does this generalization encompass Kontsevich's proposed generalization from \cite[\S2.5]{MR1718044}, that (I think...) the Hochschild homology of an $E_n$ algebra is an $E_{n+1}$ algebra? -S} %from http://www.ams.org/mathscinet-getitem?mr=1805894 diff -r 6caac26b5c29 -r 75c962025a07 text/ncat.tex --- a/text/ncat.tex Sun Jun 20 12:43:11 2010 -0700 +++ b/text/ncat.tex Sun Jun 20 12:53:40 2010 -0700 @@ -1521,36 +1521,40 @@ gluing subintervals together and/or omitting some of the rightmost subintervals. (See Figure \ref{fig:lmar}.) \begin{figure}[t]$$ +\definecolor{arcolor}{rgb}{.75,.4,.1} \begin{tikzpicture} +\pgfsetlinewidth{1pt} \fill (0,0) circle (.1); \draw (0,0) -- (2,0); \draw (1,0.1) -- (1,-0.1); -\draw [->,red] (1,0.25) -- (1,0.75); +\draw [->, arcolor] (1,0.25) -- (1,0.75); \fill (0,1) circle (.1); \draw (0,1) -- (2,1); \end{tikzpicture} \qquad \begin{tikzpicture} +\pgfsetlinewidth{1pt} \fill (0,0) circle (.1); \draw (0,0) -- (2,0); \draw (1,0.1) -- (1,-0.1); -\draw [->,red] (1,0.25) -- (1,0.75); +\draw [->, arcolor] (1,0.25) -- (1,0.75); \fill (0,1) circle (.1); \draw (0,1) -- (1,1); \end{tikzpicture} \qquad \begin{tikzpicture} +\pgfsetlinewidth{1pt} \fill (0,0) circle (.1); \draw (0,0) -- (3,0); \foreach \x in {0.5, 1.0, 1.25, 1.5, 2.0, 2.5} { \draw (\x,0.1) -- (\x,-0.1); } -\draw [->,red] (1,0.25) -- (1,0.75); +\draw [->, arcolor] (1,0.25) -- (1,0.75); \fill (0,1) circle (.1); \draw (0,1) -- (2,1);