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Manuscript Hawk04-B@2 · Hawk04-B.tex · section · ba3b0713

A complete finite-time regulator

Finite proxies and access-preserving qubit dictionaries › A complete finite-time regulator · lines 1418–1425

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Let $P_{m}$ be the projection onto total bath occupation at most $m$ . Put

Z_{m} (x) = ℓ = m + 1 \sum^{\infty} \frac{x ^{ℓ}}{ℓ !} .

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$Z_{m} (x) = ℓ = m + 1 \sum^{\infty} \frac{x ^{ℓ}}{ℓ !} .$

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