Question: Consider a circular DHT with node and key identifiers in the range [0,63]. Suppose there are eight peers with identifiers 0, 8, 16, 24, 32,40,48,
a. Suppose each peer can have one shortcut peer. For each of the eight peers, determine its shortcut peer so that the number of messages sent for any query (beginning at any peer) is minimized.
b. Repeat (a) but now allow each peer to have two shortcut peers.
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a Our assumption about keys and queries 1 All keys are uniformly at random distributed in the key range and all 8 peers are responsible for the same number of queries on average 2 The queries generate... View full answer
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