Debugging and quantifier audit

{@{}p{.36}p{.59}@{}} Potential overstatement & Correction used here
Potential overstatement & Correction used here

“Second” means the missing convolution reference & The new second coefficient belongs to a named pair of action-derived moments. No convolution identification is asserted.

A compensating number is an independent coefficient & Independent variations and the rank-two charge matrix are explicitly exhibited.

Ghost number zero means uncharged & Charge is defined as a specified scalar variation, not ghost number or a conserved electrical charge.

An order-three insertion has a visible charge in $\mathbb{R}[\kappa ]/({\kappa }^4)$ & Its first variation is order four. The coefficient is charged, while the insertion is closed only at the retained truncated order.

Formal $\kappa$ can be replaced by a real signal gain & The encoding uses a separate real gain. No nonzero real specialization of a nilpotent element is used.

One matching direction proves full gauge invariance & The independent direction ${\xi }_2$ changes the purported relational difference.

Scalar comparison flows prove interacting solution transport & They are off-shell scalar comparisons. No Euler solution or free-shell identification is claimed.

A positive classical value gives a positive gap for every instrument & Visibility is proved for explicit named instruments. Erasing instruments remain possible.

A first-derivative test detects all dependence & The Hadamard example has a nonzero quadratic response. The encoding-level higher-order test is proved.

A successful branch is the complete experiment & Failure probability and every declared residual are retained.

A task label may reveal the tested hypothesis & The compared labels and all fixed control data are identical; the coefficient enters the amplitude.

A phase difference is an exact real-number decoder & The phase instrument sees a cosine and has aliases.

A coarse invariant failure outcome guarantees invariance of a raw failure log & Exporting the raw Bell failure distinction enlarges the boundary and can break the invariance.

An injective one-parameter response is tomography & The effects omit Bloch directions, and the field moments have an infinite-dimensional kernel.

Reference preservation means fixed conditional reference states & A conditional reference may be steered. The unconditional channel acts as the reference identity.

Finite adaptive completeness preserves every gap & A later replacement channel erases it. A retained prefix record gives the stated lower bound.

A channel error validates a numerical coefficient & An enclosure needs its own analytical or numerical justification.

The clock may be reused after destruction & Every new quantum input needs a separately supplied factor and resource charge.