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96 |
96 |
97 \node[box] at (-4,\yb) (tC) {$C$ \\ a `traditional' \\ weak $n$-category}; |
97 \node[box] at (-4,\yb) (tC) {$C$ \\ a `traditional' \\ weak $n$-category}; |
98 \node[box] at (\xa,\ya) (C) {$\cC$ \\ a topological \\ $n$-category}; |
98 \node[box] at (\xa,\ya) (C) {$\cC$ \\ a topological \\ $n$-category}; |
99 \node[box] at (\xb,\ya) (A) {$\underrightarrow{\cC}(M)$ \\ the (dual) TQFT \\ Hilbert space}; |
99 \node[box] at (\xb,\ya) (A) {$\underrightarrow{\cC}(M)$ \\ the (dual) TQFT \\ Hilbert space}; |
100 \node[box] at (\xa,\yb) (FU) {$(\cF, \cU)$ \\ fields and\\ local relations}; |
100 \node[box] at (\xa,\yb) (FU) {$(\cF, \cU)$ \\ fields and\\ local relations}; |
101 \node[box] at (\xb,\yb) (BC) {$\bc_*(M; \cC)$ \\ the blob complex}; |
101 \node[box] at (\xb,\yb) (BC) {$\bc_*(M; \cF)$ \\ the blob complex}; |
102 \node[box] at (\xa,\yc) (Cs) {$\cC_*$ \\ an $A_\infty$ \\$n$-category}; |
102 \node[box] at (\xa,\yc) (Cs) {$\cC_*$ \\ an $A_\infty$ \\$n$-category}; |
103 \node[box] at (\xb,\yc) (BCs) {$\underrightarrow{\cC_*}(M)$}; |
103 \node[box] at (\xb,\yc) (BCs) {$\underrightarrow{\cC_*}(M)$}; |
104 |
104 |
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105 |
106 |
106 |