Manuscript IX-A-ST@1 · IX-A-ST.tex · section · 6e99d1b2

The normal-topology comparison

A nonzero boundary witness and failure of regular convergence › The normal-topology comparison · lines 1101–1117

IX-A-ST@1#eq:GammaB

In the mixed variables $(x, z)$ , define the translation-invariant angular cone

Λ_{d} Λ_{\partial} Γ_{B} = {(ξ, ζ) \neq = 0 : ζ = - ξ}, = {(ξ, ζ) \neq = 0 : η^{- 1} (ξ, ξ) = 0, ξ + ζ \in R d t}, = (U \times U) \times (Λ_{d} \cup Λ_{\partial}) .

The second set includes $ξ = 0$ .

Displayed formulas in this passage

IX-A-ST@1#eq:GammaB · line 1105
$Λ_{d} Λ_{\partial} Γ_{B} = {(ξ, ζ) \neq = 0 : ζ = - ξ}, = {(ξ, ζ) \neq = 0 : η^{- 1} (ξ, ξ) = 0, ξ + ζ \in R d t}, = (U \times U) \times (Λ_{d} \cup Λ_{\partial}) .$