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From spec(A₄) = {φ, 1/φ, +1, −1}, the reciprocal pairing rule G̃[i,j] = 1 if λᵢ·λⱼ = 1 gives signature (3,1). Invariance A₄ᵀG₄A₄ = G₄ verified. Dependency: Theory #15c.
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Title CCFU Proof 4 — sig(G₄) = (3,1)
From spec(A₄) = {φ, 1/φ, +1, −1}, the reciprocal pairing rule G̃[i,j] = 1 if λᵢ·λⱼ = 1 gives signature (3,1). Invariance A₄ᵀG₄A₄ = G₄ verified. Dependency: Theory #15c.
Work type Research papers, Thesis, Lecture notes
Tags ccfu, mathematics, proof, eigenvalues, reciprocal pairing, signature, lorentzian
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Identifier 2605155665661
Entry date May 15, 2026, 1:00 PM UTC
License All rights reserved
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Author 100.00 %. Holder Captain Cookie Face Universe. Date May 15, 2026.
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