Publications — NOUS SPECTRAL TRANSFER CAPSTONE
Mathematics verified. Core theorems are machine-checked in Lean 4.
Prose and presentation may not have been human-reviewed.
Summary
We prove the Spectral Transfer Theorem: every analytic mapping \( f : \mathbb{R}^p \to \mathbb{R}^q \) possesses a spectral transfer operator \( T_{jk} = \langle \text{output mode } k \mid f \mid \text{input mode } j \rangle \) satisfying five fundamental properties, all dimension-free.
Length
5,108 words
Status
Unknown