Manuscript Em01-F@3 · Em01-F-v3.tex · section · 225e59af
The exact 42-entry audit expansion
The exact 42-entry audit expansion · lines 2606–2638
The index set is
Its 42 entries are an audit expansion before tensor-component summation, not 42 separately admitted singular products.
| Row | Seed operator | Internal order |
|---|---|---|
\mathsf I_{\mathrm{RR}},\ \eqref{eq:P47} | ||
\mathsf I_{\mathrm{RR}},\ \eqref{eq:P5p} | ||
\mathsf I_{\mathrm{RR}},\ \eqref{eq:P5m} | ||
\mathsf I_{\mathrm{resp}},\ \eqref{eq:P6} | ||
\mathsf I_{\mathrm{resp}},\ \eqref{eq:P8} | ||
\mathsf I_{\mathrm{resp}},\ \eqref{eq:P9d} | ||
\mathsf I_{\mathrm{resp}},\ \eqref{eq:P9m} |
Every row includes all six vertex/crossed choices from (eq:ledgerentry). A parameter-dependent zero, such as a mass term at , is not a deletion from the structural inventory.
Displayed formulas in this passage
unlabeled · line 2609