Paper 2026/1496

Floor-IT: Information-Theoretic BFT in Partial Synchrony with Two Round Good Case Latency and Optimal Resilience

Abstract

In the information-theoretic model, parties communicate over sender-authenticated point-to-point channels, but use no digital signatures or other transferable cryptographic certificates; the adversary is otherwise computationally unbounded. We present \name, an information-theoretic Byzantine agreement protocol for partial synchrony with a good-case latency of two rounds that achieves the optimal resilience bound of $n = 5f - 1$ in this setting. When the actual network delay after GST is at most $\delta \le \Delta$, our protocol achieves a \emph{robust} good-case latency of $2\delta$. The protocol proceeds in views and guarantees a worst-case view latency of at most $2\Delta + 2\delta$. Moreover, each party requires only $O(1)$ words of persistent storage, and each view incurs $O(n^2)$ messages of $O(1)$ words each.