Twisting Lattice and Graph Techniques to Compress Transactional Ledgers

Abstract : Keeping track of financial transactions (e.g., in banks and blockchains) means keeping track of an ever-increasing list of exchanges between accounts. In fact, many of these transactions can be safely " forgotten " , in the sense that purging a set of them that compensate each other does not impact the network's semantic meaning (e.g., the accounts' balances). We call nilcatenation a collection of transactions having no effect on a network's semantics. Such exchanges may be archived and removed, yielding a smaller, but equivalent ledger. Motivated by the computational and analytic benefits obtained from more compact representations of numerical data, we formalize the problem of finding nilcatenations, and propose detection methods based on graph and lattice-reduction techniques. Atop interesting applications of this work (e.g., decoupling of centralized and distributed databases), we also discuss the original idea of a " community-serving proof of work " : finding nilcatenations constitutes a proof of useful work, as the periodic removal of nilcatenations reduces the transactional graph's size.
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Communication dans un congrès
SecureComm 2017 - 13th EAI International Conference on Security and Privacy in Communication Networks, Oct 2017, Niagara Falls, Canada. pp.1-20, 〈http://securecomm.eai-conferences.org/〉
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Soumis le : mardi 19 décembre 2017 - 20:57:34
Dernière modification le : jeudi 26 avril 2018 - 10:29:11

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Rémi Géraud, David Naccache, Răzvan Roşie. Twisting Lattice and Graph Techniques to Compress Transactional Ledgers. SecureComm 2017 - 13th EAI International Conference on Security and Privacy in Communication Networks, Oct 2017, Niagara Falls, Canada. pp.1-20, 〈http://securecomm.eai-conferences.org/〉. 〈hal-01668213〉

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