P.5 entry dossier

k{}matching/{}M3_{}local_{}difference/{}dimension} = 5

{}prescription_{}D11_{}matching/{}matching/{}M3_{}local_{}difference/{}transverse_{}subspace_{}dimension = 2

{}prescription_{}D11_{}matching/{}matching/{}M4_{}finite_{}adjustments/{}u_{}R_{}c_{}delta_{}added_{}by_{}P = false

{}prescription_{}D11_{}matching/{}matching/{}M5_{}residue/{}r = "-i * pi**2" & prescription_{}and_{}D11_{}matching
P5E.4 & counterterm domain: kappa\^{}1 empty, kappa\^{}2 basis 11 (hh 5, cbar c 2, K'c 3, phi phi 1) generated mechanically; eight candidate directions modulo the computed exact equivalences, before imposing the identity constraints (no cohomological classification: D cap ker sigma_0 not computed); constraint list, not an admission & counterterm_{}domain.{}py :: structures, admissible_{}pairs, rank, main & {}counterterm_{}domain/{}counterterm_{}domain_{}defined = true

{}counterterm_{}domain/{}kappa1/{}basis_{}size = 0

{}counterterm_{}domain/{}kappa2/{}basis_{}size = 11

{}counterterm_{}domain/{}equivalences/{}quotient_{}dimension = 8

{}counterterm_{}domain/{}equivalences/{}D_{}cap_{}ker_{}sigma0_{}computed = false

{}counterterm_{}domain/{}equivalences/{}S0_{}density_{}check/{}ok = true

{}counterterm_{}domain/{}XIV_{}J_{}opened = false

{}counterterm_{}domain/{}XV_{}B_{}opened = false & counterterm_{}domain
P5E.5 & amplitude rules: vertices (incl. ghost-graviton derivative terms, K' vertex), propagators, ordering, multiplicities, symmetry factors, signs; symbolic integrands; W1-W6 controls (W5 regenerates only D14a-c, D11, D13; W6 regenerates D01, D02, D03, D12) & amplitude_{}rules.{}py :: build_{}integrands, verify, W2, W3, W4, W5 & {}amplitude_{}rules/{}amplitude_{}rules_{}verified = true

{{}amplitude_{}rules/{}con