Credential

Credential ID: II-PY-2026-07-21

Evidence class: E1 symbolic/Python validation

Canonical status: Conditional / correction-routed

Origin station: Informational Induction manuscript

Transit route: Scalar / Spectral → Python Validation → Verification Precinct → Machine Certificates → Formalism Registry

Destination station: Open Obligations

Parsed formalism

$I:M\to\mathbb R$

$C:M\to\mathbb R$

$\Phi_C=\int_S\nabla C\cdot dS$

$\mathcal F_I=-\frac{d\Phi_C}{dt}$

$N(x)=\mathcal L I(x)$

Python verdict

Algebraically valid consequences

$\frac{d\Phi_C}{dt}=0\Rightarrow\mathcal F_I=0$

$\frac{d\Phi_C}{dt}\neq0\Rightarrow\mathcal F_I\neq0$

$\mathcal F_I\to0\Longleftrightarrow\frac{d\Phi_C}{dt}\to0$

These follow exactly from the induction-law definition over ordinary real or complex scalar arithmetic.

Definition-only relation