Manuscript VIII-ST@1 · VIII-ST.tex · section · fe979f3b

Reference specialization and intrinsic defects

An explicit persistent transverse cellulation › Reference specialization and intrinsic defects · lines 733–758

At $μ = μ_{0}$ ,

a = \frac{2}{3}, b = \frac{3}{5}, r = 3, β = \frac{3}{2}, χ = \frac{15}{11} .

For example,

ℓ (r_{i}^{rad}) = {5, 5 (1 - s /2), s \leq 0, s > 0, ℓ (u_{i}) = \frac{3}{2} s, ℓ (v_{i}) = \frac{3 41}{11} s, ℓ (w_{i}^{\pm}) = \frac{3 65}{22} s .

The corresponding areas are

Area (V_{i}) = {3/2, 3/2 - 15 s^{2} /22, s \leq 0, s > 0, Area (U_{i}^{\pm}) = 9 s^{2} /11, Area (Q_{i}) = 7/2.

Displayed formulas in this passage

unlabeled · line 736
$a = \frac{2}{3}, b = \frac{3}{5}, r = 3, β = \frac{3}{2}, χ = \frac{15}{11} .$
unlabeled · line 741
$ℓ (r_{i}^{rad}) = {5, 5 (1 - s /2), s \leq 0, s > 0, ℓ (u_{i}) = \frac{3}{2} s, ℓ (v_{i}) = \frac{3 41}{11} s, ℓ (w_{i}^{\pm}) = \frac{3 65}{22} s .$
unlabeled · line 751
$Area (V_{i}) = {3/2, 3/2 - 15 s^{2} /22, s \leq 0, s > 0, Area (U_{i}^{\pm}) = 9 s^{2} /11, Area (Q_{i}) = 7/2.$