vault backup: 2025-03-18 09:04:12
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@ -13,4 +13,10 @@ A history is **complete** if every inv is eventually followed by a corresponding
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### Linearizability
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### Linearizability
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A complete history $\hat{H}$ is **linearizable** if there exists a sequential history $\hat{S}$ s.t.
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A complete history $\hat{H}$ is **linearizable** if there exists a sequential history $\hat{S}$ s.t.
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- $f$
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- $\forall X :\hat{S}|_{X} \in semantics(X)$
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- $\forall p:\hat{H|_{p} = \hat{S}|p}$
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- If $res[op] <_{H} inv[op']$, then $res[op] <_{S} inv[op']$
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- can rearrange events only if they overlap
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