Manuscript VII-H@1 · VII-H.tex · section · d20d2a9f

A complete finite-bank criterion

Finite banks, calibration, and error control › A complete finite-bank criterion · lines 1276–1284

Let $A \subset E^{'}$ be any linear ambiguity space, possibly infinite-dimensional. Fix tests $F_{1}, \dots, F_{m}$ , and define

T (u) = (⟨ u, F_{i} ⟩)_{i = 1}^{m}, s = T (R_{*}) .

The finite-dimensional evaluated ambiguity is $T (A)$ .

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