This paper specifies the Reflective Semantic Gravity Curvature Financial Stress Indicator (RSGCFSI) as an independently testable financial-stress measurement protocol. The contribution is deliberately narrow. The indicator combines familiar market stress series with three regularization devices - mean reversion, bounded adaptive learning, and damped momentum and evaluates whether this structure improves stability outside the estimation sample. The paper does not require a literal geometric or metaphysical interpretation of curvature. In this manuscript, curvature is a state-space interpretation for regularized stress deformation, while empirical weight rests on train/test performance, calibration, lead-time behavior, and baselineseparation tests. The proposed evidence ladder distinguishes four claims: that the regularized indicator works as a stress measure; that observer-feedback variables add incremental predictive content; that coupling restrictions distinguish the model from additive narrative, network, or behavioral alternatives; and that any advantage over structural or agent-based models is conditional on a pre-registered neutral-basis description-length ledger. The result is a compact validation protocol suitable for replication, falsification, and comparison against conventional financial conditions indexes. This is an independent technical companion paper in the MOBIUS Technical Companion Papers series. It is not an excerpt, chapter split, abridgement, or substitute digital edition of any Kindle book or monograph; it has its own title, abstract, structure, research question, and references, and should be cited independently. Text, figures, and tables © 2026 Taiko Toeda / MOBIUS LLC. All rights reserved. Referenced code and schemas by MOBIUS LLC may be licensed under AGPL-3.0-or-later. Reference implementation (AGPL-3.0-or-later): github.com/mobius-style/rsg-cfsi
Toeda Taiko (Mon,) studied this question.
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