Protocol Overview Sample Clauses

Protocol Overview.ย The basic protocol operates in two phases, after which a pos- sible decision is taken. Each process maintains an estimate. In the first phase, each process broadcasts its estimate using a reliable broadcast service, bv-broadcast (discussed below), as introduced previously [1]. The protocol uses a rotating coordinator; whoever is the assigned coordinator for a round broadcasts its estimate with a special designation. All processes then wait until they receive at least one message, and until a timer expires. (The timeout is increased with each iteration, so that eventually once the network stabilizes it is long enough.) If a process receives a message from the coordinator, then it chooses the coordinatorโ€™s value to โ€œechoโ€, i.e., to rebroadcast to everyone in the second phase. Otherwise, it simply echoes all the messages received in the first phase. At this point, each process ๐‘๐‘– waits until it receives enough โˆ’ โˆ’ โˆ’ compatible ECHO messages. Specifically, it waits to receive at least (๐‘› ๐‘ก0) messages sent by distinct processes where every value in those messages was also received by ๐‘๐‘– in the first phase. In this case, it adopts the collection of values in those (๐‘› ๐‘ก0) messages as its candidate set. In fact, if a process ๐‘๐‘– receives a set of (๐‘› ๐‘ก0) messages that all contain exactly the coordinatorโ€™s value, then it chooses only that value as the candidate value. ๐‘๐‘– has only one candidate value ๐‘ฃ, then ๐‘๐‘– adopts that value ๐‘ฃ as its estimate. In that case, it can decide ๐‘ฃ if it matches the parity of the round, i.e., if ๐‘ฃ = ๐‘Ÿ๐‘– mod 2. Otherwise, if ๐‘๐‘– has more than one candidate value, then it adopts as its estimate ๐‘Ÿ๐‘– mod 2, the parity of the round. / โˆ’ โˆ’ + To see that this ensures agreement (when ๐‘ก < ๐‘› 3), con- sider a round in which some process ๐‘๐‘– decides value ๐‘ฃ = ๐‘Ÿ๐‘– mod 2. Since ๐‘๐‘– receives (๏ฟฝ๏ฟฝ ๐‘ก0) echo messages containing only the value ๐‘ฃ, we know that every honest process must have value ๐‘ฃ in every possible set of (๐‘› ๐‘ก0) echo messages, and hence every honest process included ๐‘ฃ in its candidate set. Every honest process that only had ๐‘ฃ as a candidate also decided ๐‘ฃ. The remaining honest processes must have adopted ๐‘ฃ = ๐‘Ÿ๐‘– mod 2 as their estimate when they adopted the parity bit of the round. And if all the honest processes begin a round ๐‘Ÿ with estimate ๐‘ฃ, then that is the only possible decision due to the reliable broadcast bv-broadcast in Phase 1 (see below) and all honest processes decide at round ๐‘Ÿ 2 or earlier (regardless of whether ๐œ๐บ๐‘†๐‘‡ is reached). / Pro...
Protocol Overviewย l n 3 m + 1 runs as follows4: The rst run of the reduced protocol proceeds in The e cient protocol consists of executing the reduced protocol in sequence for tree(m)(d) := resolve(m 1)(d) :
Protocol Overview.ย The e cient protocol consists of executing the reduced protocol in sequence for n 3 m +1 runs as follows4: The rst run of the reduced protocol proceeds in the same way as the basic protocol (with the di erence that it only proceeds for b communication rounds). In every subsequent run (say the m-th run) of the reduced protocol the rst communication round of the protocol is omitted. Instead of receiving a value from the dealer, every player p assigns the resolved root value computed at the end of the previous run to the root node of his reduced IG-tree:

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