Manuscript VI@1 · VI.tex · proposition · b5b60afb

Proposition: Approximate annihilation without coefficient bounds

Static audit of the proposed quantum certificate › Interval evaluations · lines 2894–2904 · proof included or linked

Let $z N \neq = 0$ . Then

c \in R^{L} sup ∣ z N c ∣ = \infty.

Proof. Choose $c_{0}$ with $z N c_{0} \neq = 0$ , and replace $c_{0}$ by $t c_{0}$ . The absolute value grows linearly with $∣ t ∣$ .

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