Manuscript X-Enter@1 · X-Enter.tex · section · 484b71bc

Selective obstruction and retained-order test

Selective obstruction and retained-order test · lines 642–652

Endpoint coincidence is weaker than orbit invariance:

Φ_{y}^{P} (τ_{1} (c_{ε})) - Φ_{y}^{P} (τ_{1} (0)) = B_{y} tanh (c_{ε} / σ) + C_{y} (sech (c_{ε} / σ) - 1) .

These terms may cancel for a particular endpoint.

Displayed formulas in this passage

unlabeled · line 645
$Φ_{y}^{P} (τ_{1} (c_{ε})) - Φ_{y}^{P} (τ_{1} (0)) = B_{y} tanh (c_{ε} / σ) + C_{y} (sech (c_{ε} / σ) - 1) .$