EQUATION REGISTRY

Candidate three-channel response projection

Assumes an A1⊕E decomposition of an internal three-channel response space; not a spatial projection or a unique FCC consequence.

Theory · HYPOTHESISEquation version 1.0.0

Based on the final manuscript · Chapter 4

ASD-WEB-MAT-017
n=13(1,1,1)T,PA1=nnT,PE=I−PA1,Q^p=e(qEPE+qAPA1)\mathbf n=\tfrac1{\sqrt3}(1,1,1)^T,\quad P_{A_1}=\mathbf n\mathbf n^T,\quad P_E=I-P_{A_1},\quad\widehat Q_p=e(q_E P_E+q_A P_{A_1})

Assumes an A1⊕E decomposition of an internal three-channel response space; not a spatial projection or a unique FCC consequence.
Chapter reference: Ch. 4 (4.40)–(4.41) · ASD-BOOK-ddbade997b45

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Ch. 4 (4.40)–(4.41)

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  • Assumes an A1⊕E decomposition of an internal three-channel response space; not a spatial projection or a unique FCC consequence.

Source locators: p1435–p1443

Manuscript SHA-256: ddbade997b45913248e588953b1d27ccb9c7c206c3c8d992d3aef2364a64836e

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MAT-d1034a344d58 · Ch. 4 (4.40)–(4.41)

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