Manuscript VII-E-ST@1 · VII-E-ST.tex · section · d28d9c5d

A genuinely supported 3+1-dimensional marking

A four-face certificate and its supported 3+1 lift › A genuinely supported 3+1-dimensional marking · lines 930–945

VII-E-ST@1#eq:three-dimensional-cap

A transverse $2 + 1$ picture alone is not a compactly supported hypersurface marking in $3 + 1$ dimensions. Define

L_{s} (z) f_{s} (x, y, z) = s - 4 + \frac{1}{2} max {∣ z ∣ - 1, 0}, = min {2 + s, max {F_{s} (x, y), L_{s} (z)}} .

Use the spatial box

K = K \times [- 14, 14] .

Displayed formulas in this passage

VII-E-ST@1#eq:three-dimensional-cap · line 935
$L_{s} (z) f_{s} (x, y, z) = s - 4 + \frac{1}{2} max {∣ z ∣ - 1, 0}, = min {2 + s, max {F_{s} (x, y), L_{s} (z)}} .$
unlabeled · line 942
$K = K \times [- 14, 14] .$