Manuscript XXII-C@1 · XXII-C.tex · definition · b9a05a24

Definition: Exact data assignment

Exact data and unconditional influence › The named data assignment · lines 379–402

XXII-C@1#def:data, XXII-C@1#eq:data

The assignment

D_{3q} : P_{3q} ⟶ D (P_{3q})

returns

D (W) = (W, A_{0}, {P_{W_{e}}}_{e \in I}, {Δ_{e} (a, b)}_{e \in I, a \neq = b}),

where the probability functionals and signalling strengths are defined below.

The probability and strength entries are derived from $W$ ; they are not additional independently adjustable numbers. The datum is exact mathematical data, not a finite statistical estimate.

Displayed formulas in this passage

unlabeled · line 382
$D_{3q} : P_{3q} ⟶ D (P_{3q})$
XXII-C@1#eq:data · line 387
$D (W) = (W, A_{0}, {P_{W_{e}}}_{e \in I}, {Δ_{e} (a, b)}_{e \in I, a \neq = b}),$

Nearby in this section

section: The named data assignment