Coherence Fields and the Uncertainty Principle: A Stability Correspondence
Clinton Svancara
Abstract
This paper investigates whether the coherence field Rc(t) of Relational Field Theory (RFT) admits a stability correspondence that is consistent with the form of the uncertainty principle. We start from the RFT evolution equation for Rc(t), identify uncertainty limits with fluctuations in coherence under measurement interactions, and show the correspondence in the high-stability limit. The analysis focuses solely on the mathematical consistency of the mapping and the conditions under which the coherence dynamics reproduce the familiar uncertainty relation. No broader interpretive or foundational claims are made.