85 \section*{Todo} |
85 \section*{Todo} |
86 |
86 |
87 \subsection*{What else?...} |
87 \subsection*{What else?...} |
88 |
88 |
89 \begin{itemize} |
89 \begin{itemize} |
90 \item Derive Hochschild standard results from blob point of view? |
90 \item higher priority |
|
91 \begin{itemize} |
|
92 \item K\&S: learn the state of the art in A-inf categories |
|
93 (tensor products, Kadeishvili result, ...) |
|
94 \item K: so-called evaluation map stuff |
|
95 \item K: topological fields |
|
96 \item section describing intended applications |
|
97 \item say something about starting with semisimple n-cat (trivial?? not trivial?) |
|
98 \item T.O.C. |
|
99 \end{itemize} |
|
100 \item medium priority |
|
101 \begin{itemize} |
91 \item $n=2$ examples |
102 \item $n=2$ examples |
92 \item Kh |
|
93 \item dimension $n+1$ (generalized Deligne conjecture?) |
103 \item dimension $n+1$ (generalized Deligne conjecture?) |
94 \item should be clear about PL vs Diff; probably PL is better |
104 \item should be clear about PL vs Diff; probably PL is better |
95 (or maybe not) |
105 (or maybe not) |
96 \item say what we mean by $n$-category, $A_\infty$ or $E_\infty$ $n$-category |
106 \item say what we mean by $n$-category, $A_\infty$ or $E_\infty$ $n$-category |
97 \item something about higher derived coend things (derived 2-coend, e.g.) |
107 \item something about higher derived coend things (derived 2-coend, e.g.) |
98 \item section describing intended applications |
|
99 \item actual computations? |
|
100 \item shuffle product vs gluing product (?) |
108 \item shuffle product vs gluing product (?) |
101 \item say something about starting with semisimple n-cat (trivial?? not trivial?) |
109 \item commutative algebra results |
102 \end{itemize} |
110 \item $A_\infty$ blob complex |
103 |
111 \item connection between $A_\infty$ operad and topological $A_\infty$ cat defs |
104 more specific, prioritized, to-do: |
112 \end{itemize} |
105 \begin{itemize} |
113 \item lower priority |
106 \item K: so-called evaluation map stuff |
114 \begin{itemize} |
107 \item K: topological fields |
115 \item Derive Hochschild standard results from blob point of view? |
108 \item K\&S: learn the state of the art in A-inf categories |
116 \item Kh |
109 (tensor products, Kadeishvili result, ...) |
117 \end{itemize} |
110 \end{itemize} |
118 \end{itemize} |
111 |
119 |
112 |
120 |
113 \section{Introduction} |
121 \section{Introduction} |
114 |
122 |