Distributed Consensus Resilient to Both Crash Failures and Strategic Manipulations

Computer Science – Distributed – Parallel – and Cluster Computing

Scientific paper

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Scientific paper

In this paper, we study distributed consensus in synchronous systems subject to both unexpected crash failures and strategic manipulations by rational agents in the system. We use ex-post Nash equilibrium to model protocols that are resilient to both crash failures and strategic manipulations of rational agents, and we consider collusions among rational agents. For a system with $n$ distributed agents, we design a deterministic protocol that tolerates 2 colluding agents and a randomized protocol that tolerates $n-1$ colluding agents, and both tolerate any number of failures. We also show that if colluders have private channels of communication, there is no protocol that can tolerate even 2 colluding agents and 1 crash failure.

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