Efficient leader election Sample Clauses

Efficient leader election without private setup The aim of the Election primitive is to randomly elect an index out of the indices of all participating parties [3]; more importantly, the adversary shall not be able to fully predicate which party would be elected before some honest parties start to run the protocol. Formally, we would design an Election protocol attaining the following properties in the asynchronous network: Definition 5 ((n, f, f + k, β)-Leader Election). A protocol is said to be (n, f, f + k, β)-Election, if it is among n parties with up to f static byzantine corruptions, and has syntax and properties as follows. Syntax. For each protocol instance with session identifier ID, every party takes the system’s public knowledge (i.e., λ and all public keys) and its own private keys as input, and outputs a value A ∈ [n].
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