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posts it on his blog, we can count his subscribers. These represent his rst-level reach. But the numbers suddenly get more interesting when we parse out the types of followers and subscribers we might be counting. Each type of devotees has a different value. Let s assign a score to each type starting with Subscribers and Followers.



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and that they are the remaining healthy node As a result, both servers attempt to take over The fundamental cause of split brain is that there are two completely separate data paths between the two servers; they communicate with each other across LANs, but the actual data that flows between the systems lives on disks and does not travel on the same networks If the LANs fail, disk connectivity is not affected Ideally, data and communications would flow over the same media, but that solution has not been built with adequate reliability into any mainstream commercial products Normally, the two media, and therefore the two systems, are in sync and have an accurate idea of what is happening on their partner system If they fall out of sync, though, that s when the trouble can begin.





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The practical aggressiveness schedule that we found effective is the inverse schedule given by E x 1=x That is, the magnitude of aggressiveness is inverseproportionally diminished as a function of the expected future traf c level To measure the performance loss due to inaccuracies arising from the using perconnection on-line prediction of future traf c levels, we observe the performance of SAC when, instead of using the on-line CondProb table, a perfect knowledge of future aggregate traf c is assumed and employed in conjunction with the inverse schedule Finally, to compare the net gain of having used a practical version of SAC in this case, predicted future using per-connection on-line table and inverse aggressiveness schedule we observe the generic linear increase=exponential decrease feedback congestion control without SAC active Figure 18.

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14(a) shows the original throughput versus threshold schedule curve superimposed with the throughput achieved by using SAC with perfect future knowledge and inverse aggressiveness schedule (topmost line), using SAC with predicted future and inverse schedule (middle line), and using the generic linear increase=exponential decrease feedback congestion control without SAC (bottom line) We observe that the generic feedback congestion control performs worst among the four we are counting the family of SAC algorithms for the threshold schedule as one which is mainly due to the costly nature of exponential backoff when coupled with conservative linear increase For our purposes, the absolute magnitudes do not matter so much as the relative magnitudes, which demonstrate a qualitative performance relationship SAC with perfect information and inverse epsilon schedule achieves the highest throughput (even higher than the peak threshold schedule throughput) and SAC with predicted future and inverse schedule achieves a performance level in between.

If the shared disks fail and the network continues, that s all right, because the systems can continue to communicate with each other and initiate appropriate action to bring disks back online If all of the networks fail but the shared disks continue to function, that is when the trouble begins The backup server thinks the primary has failed, since it has stopped replying to heartbeats, and so it takes over The primary thinks the backup server has gone away, but that is not a condition that requires any specific action on its part (apart from perhaps issuing a warning), so it continues writing its data With conventional disk technology in a clustered configuration, the very worst thing that can happen is for two or more servers to write to the same disks at the same time.

Figure 1813(b) shows the corresponding plots for a 1:95 traf c where a similar ordering relation is observed Figure 1815 shows the packet loss rates corresponding to the throughput plots shown in Fig 1814 As expected, for the threshold schedule, packet loss rate increases monotonically as the aggressiveness threshold is increased The generic (or regular) linear=exponential decrease congestion control incurs the least packet loss rate among the controls due to its conservativeness in the linear increase phase,.

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