Manuscript VII-D@1 · VII-D.tex · section · ef67c89c

The locked residue

The locked residue · lines 527–545

VII-D@1#eq:Psi, VII-D@1#eq:nu

Let

Z = R^{3} \times S^{2} \times (0, \infty)^{3}

with coordinates $(z, n, t, s, t^{'})$ , and set

Ψ (z, n, t, s, t^{'}) d ν = ((t, z + t n), (s, z - s n), (t^{'}, z + t^{'} n)), = d^{3} z d Ω (n) d t d s d t^{'} .

Displayed formulas in this passage

VII-D@1#eq:Psi · line 534
$Ψ (z, n, t, s, t^{'}) d ν = ((t, z + t n), (s, z - s n), (t^{'}, z + t^{'} n)), = d^{3} z d Ω (n) d t d s d t^{'} .$
VII-D@1#eq:nu · line 534
$Ψ (z, n, t, s, t^{'}) d ν = ((t, z + t n), (s, z - s n), (t^{'}, z + t^{'} n)), = d^{3} z d Ω (n) d t d s d t^{'} .$
unlabeled · line 530
$Z = R^{3} \times S^{2} \times (0, \infty)^{3}$