Manuscript II@2 · II.tex · scope · 50d64def

Principal certificate: -finite

Front matter · lines 180–196

{Principal certificate: $SEP$ -finite}{ For $S = (β_{0}, β_{+}, β_{-})$ and the complete declared contact catalogue,

m_{S} = 0 16/3 16/3, rank N_{S} = rank [N_{S} ∣ m_{S}] = 2,

m_{S} = \frac{2}{3} (N_{S})_{:, ℓ_{a}} + \frac{2}{3} (N_{S})_{:, ℓ_{b}}, (N_{S})_{:, ℓ_{a}} = 080, (N_{S})_{:, ℓ_{b}} = 008 .

This is one simultaneous finite fit, not a global contact identity.}

Displayed formulas in this passage

unlabeled · line 183
$m_{S} = 0 16/3 16/3, rank N_{S} = rank [N_{S} ∣ m_{S}] = 2,$
unlabeled · line 188
$m_{S} = \frac{2}{3} (N_{S})_{:, ℓ_{a}} + \frac{2}{3} (N_{S})_{:, ℓ_{b}}, (N_{S})_{:, ℓ_{a}} = 080, (N_{S})_{:, ℓ_{b}} = 008 .$