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The Rotating Disk in ODTOE: An Angular Transposition of the Projective Light Pole on the νΦ Spectrum — Overview
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Within ODTOE, a rotating disk seen at one sampling frequency νobs is a single affine chart of the Φ-iteration spectrum νΦ, chosen by a rank-limited operator ÔB.
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Within ODTOE, a rotating disk seen at one sampling frequency νobs is a single affine chart of the Φ-iteration spectrum νΦ, chosen by a rank-limited operator ÔB. Apparent stasis (νΦ → 0) and omnipresence (νΦ → ∞) are antipodal charts identified by the Möbius inversion ιM as one projective pole [0 : ∞] ∈ RP1; a 2π turn carries the spiral residue (π − 3)2 ≈ 0.0200. Falsifiable claim: the Sagnac phase and angular momentum L, with Lense–Thirring dragging, are basis invariants independent of νobs.