vault backup: 2025-03-25 15:57:22
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@ -36,7 +36,7 @@ stop_help(i) :=
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*Proof:*
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*Proof:*
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By contr., $\exists \tau$ s.t. $\exists$ many (> 0) op.'s invoked concurrently that never terminate.
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By contr., $\exists \tau$ s.t. $\exists$ many (> 0) op.'s invoked concurrently that never terminate.
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Let Q be the set of proc.'s that performed these invocations.
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Let Q be the set of proc.'s that performed these invocations.
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- by enrichment, eventually `NEED_HELP[i]=T` forever ($\forall i\in Q$)
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- by enrichment, eventually `NEED_HELP[i]=true` forever ($\forall i\in Q$)
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- since crashes are fail-stop, eventually `NEED_HELP[j]` is no longer modified ($\forall j \not \in Q$)
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- since crashes are fail-stop, eventually `NEED_HELP[j]` is no longer modified ($\forall j \not \in Q$)
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- $\exists \tau' \geq \tau$ where all proc.'s in Q compute the same X
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- $\exists \tau' \geq \tau$ where all proc.'s in Q compute the same X
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