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In this paper we extend the Multidimensional Byzantine Agreement (MBA) Protocol arXiv:2105.13487v2, a leaderless Byzantine agreement for vectors of arbitrary values, into the emph{Cob} protocol, that works in Asynchronous Gossiping (AG) networks. This generalization allows the consensus process to be run by an incomplete network of nodes provided with (non-synchronized) same-speed clocks. Not all nodes are active in every step, so the network size does not hamper the efficiency, as long as the gossiping broadcast delivers the messages to every node in reasonable time. These network assumptions model more closely real-life communication channels, so the Cob protocol may be applicable to a variety of practical problems, such as blockchain platforms implementing sharding. The Cob protocol has the same Bernoulli-like distribution that upper bounds the number of steps required as the MBA protocol, and we prove its correctness and security assuming a supermajority of honest nodes in the network.
In this paper we will present the Multidimensional Byzantine Agreement (MBA) Protocol, a leaderless Byzantine agreement protocol defined for complete and synchronous networks that allows a network of nodes to reach consensus on a vector of relevant i
We propose the first deterministic algorithm that tolerates up to $f$ byzantine faults in $3f+1$-sized networks and performs in the asynchronous CORDA model. Our solution matches the previously established lower bound for the semi-synchronous ATOM mo
For asynchronous binary agreement (ABA) with optimal resilience, prior private-setup free protocols (Cachin et al., CCS 2002; Kokoris-Kogias et al., CCS 2020) incur $O({lambda}n^4)$ bits and $O(n^3)$ messages; for asynchronous multi-valued agreement
Consider a distributed system with $n$ processors out of which $f$ can be Byzantine faulty. In the approximate agreement task, each processor $i$ receives an input value $x_i$ and has to decide on an output value $y_i$ such that - the output values
In this paper we address Approximate Agreement problem in the Mobile Byzantine faults model. Our contribution is threefold. First, we propose the the first mapping from the existing variants of Mobile Byzantine models to the Mixed-Mode faults model.T