Manuscript IX-Free@1 · IX-Free.tex · section · 33b20e96

Prerequisite ledger

Contract, inherited inputs, and domains › Prerequisite ledger · lines 400–413

IX-Free@1#eq:cal

Fix $ρ, μ$ once and define

U_{c} = u_{μ}^{ρ} + cr, N_{c} (f, g, f^{'}) = ⟨ U_{c}, f \otimes g \otimes f^{'} ⟩, c \in R .

The same $c$ is used for every test, presentation, association, and declared observation derivative. The scalar class ${U_{c} : c \in R}$ is not an ambiguity classification for nonconstant outputs.

Displayed formulas in this passage

IX-Free@1#eq:cal · line 403
$U_{c} = u_{μ}^{ρ} + cr, N_{c} (f, g, f^{'}) = ⟨ U_{c}, f \otimes g \otimes f^{'} ⟩, c \in R .$

Nearby in this section

section: Prerequisite ledger
assumption: Assumption: Carrier, trace, and inherited closure
assumption: Assumption: Calibration and already constructed outputs
requirement: Requirement: Copied IX-C interfaces
section: Prerequisite ledger