Manuscript III-B@1 · III-B-v1.tex · section · d2c98f62

The chart Poisson prescription

The unchanged-product obstruction › The chart Poisson prescription · lines 728–742

This is the local form of the exhibited-symbol obstruction in III CheungIIIProduct. It is not a statement about every scalar functional. For example, a metric-independent scalar functional already descends through $q_{0}$ .

The elementary two-representative bound gives, for every candidate $G$ on the product quotient,

h \in {0, K ξ} max G ([h], ϕ) - F_{P}^{λ} (f; h, ϕ) \geq \frac{∣ λ ∣ J}{2} .

Displayed formulas in this passage

unlabeled · line 737
$h \in {0, K ξ} max G ([h], ϕ) - F_{P}^{λ} (f; h, ϕ) \geq \frac{∣ λ ∣ J}{2} .$

Nearby in this section

section: The chart Poisson prescription
lemma: Lemma: Poisson compensation
section: The chart Poisson prescription
theorem: Theorem: One fixed local free-product obstruction