Atomic Appends in Asynchronous Byzantine Distributed Ledgers

• Published in: Journal of parallel and distributed computing 2023-12, Vol.182, p.104748, Article 104748
• Main Authors: Cholvi, Vicent, Fernández Anta, Antonio, Georgiou, Chryssis, Nicolaou, Nicolas, Raynal, Michel, Russo, Antonio
• Format: Article
• Language: English
• Subjects: Asynchrony; Atomic Appends; Blockchain; Byzantine Fault Tolerance; Distributed Ledger Object
• ISSN: 0743-7315; 1096-0848
• DOI: 10.1016/j.jpdc.2023.104748

A Distributed Ledger Object (DLO) is a concurrent object that maintains a totally ordered sequence of records. In this work we formalize a linearizable Byzantine-tolerant Distributed Ledger Object (BDLO), which is a linearizable DLO where clients and servers processes may deviate arbitrarily from their intended behavior (i.e. they may be Byzantine). The proposed formal definition is accompanied by algorithms that implement BDLOs on top of an underlying Byzantine Atomic Broadcast service. Then we develop a suite of algorithms, based on the previous BDLO implementations, that solve the Atomic Appends problem in the presence of asynchrony, Byzantine clients and Byzantine servers. This problem occurs when clients have a composite record (set of basic records) to append to different BDLOs, in such a way that either each basic record is appended to its BDLO (and this must occur in good circumstances), or no basic record is appended. Distributed algorithms are presented, which solve the Atomic Appends problem when the clients (involved in the Atomic Appends) and the servers (which maintain the BDLOs) may be Byzantine. Finally we provide proof of concept implementations and an experimental evaluation of the presented algorithms. •A formalization of the linearizable Byzantine-tolerant Distributed Ledger Object (BDLO).•Algorithms (with their correctness proofs) implementing BDLOs in an asynchronous setting with Byzantine servers and clients.•A formalization of the Byzantine Atomic Appends problem.•Algorithms based on BDLO implementations for solving the Atomic Appends problem.•A proof of concept implementation and experimental evaluation of the developed algorithms, demonstrating their effectiveness.