Manuscript XVI-N@r12 · XVI-N.tex · proposition · 63d6e64a

Proposition: Proposition 6, broken square

Extended action and master square · lines 186–188

XVI-N@r12#prop:broken-square

$Q_{D}^{2} F = (B_{tot}, F)$ with $B_{tot} = \frac{1}{2} (S_{D}, S_{D})$ . At order $κ$ , $B_{tot}$ is determined by (eq:master-square). The prepared theory is not a BV complex.

Nearby in this section

definition: Definition: Invariant and prepared actions
section: Extended action and master square
proposition: Proposition: Proposition 5, master square through order κ
section: Extended action and master square