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原文連結
論文資訊
- 類型：已發表論文
- 日期：2020
摘要
All computation is physically embedded. Reflecting this, a growing body of results embraces rate equations as the underlying mechanics of 熱力學 computation and 生物 資訊 processing. Strictly applying the implied continuous-time 馬可夫 chains, however, excludes a universe of natural computing. We show that expanding the toolset to continuous-time hidden 馬可夫 chains substantially removes the constraints. The general point is made concrete by our analyzing two eminently-useful computations that are impossible to describe with a set of rate equations over the memory states. We design and analyze a 熱力學ally-costless bit flip, providing a first counterexample to rate-equation modeling. We generalize this to a costless Fredkin gate---a key operation in reversible computing that is computation universal. Goi
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