Manuscript VII-A@1 · VII-A.tex · section · 11da3fe6

Flat metric

Consistency checks › Flat metric · lines 1775–1790

If $h = k = 0$ , then

ϕ_{1, g} = ϕ_{2, g} = w = v = 0.

Consequently,

Φ_{g} = ϕ_{0} (mod κ^{3})

for every switch. This is the flat-metric normalization.

It is not appropriate to identify switching off scalar interactions with removing the geometric dressing at a nonzero metric. These are different operations in the construction.

Displayed formulas in this passage

unlabeled · line 1778
$ϕ_{1, g} = ϕ_{2, g} = w = v = 0.$
unlabeled · line 1782
$Φ_{g} = ϕ_{0} (mod κ^{3})$