vault backup: 2025-03-25 16:57:22
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@ -71,11 +71,11 @@ IDEA:
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- this changes in time, but not forever (can be proved, but it's not covered here)
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Guessing the time duration for suspecting a process:
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- `SUSPECT[i,j]` = # of times pi has suspected pj
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- `SUSPECT[i,j]` = # of times $p_i$ has suspected $p_j$
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- For all k, take the t+1 minimum values in `SUSPECT[1..n , k]`
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- remember: t is the max number of processes that can fail (it is known)
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- so doing this we ensure considering at least a process that doesn't fail
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- Sum them, to obtain $S_{k}$
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- Sum them, to obtain $S_{k}$ (for each process k)
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- The interval to use in the timers is the minimum $S_{k}$
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- it can be proved that this eventually becomes ≥ $\nabla$
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