Corelab Seminar
2020-2021

Vassilis Zikas
Proof-of-Reputation Blockchain with Nakamoto Fallback

Abstract.
Reputation is a major component of trustworthy systems. However, the subjective nature of reputation, makes it tricky to base a system's security on it. In this work, we describe how to leverage reputation to establish a highly scalable and efficient blockchain. Our treatment puts emphasis on reputation fairness as a key feature of reputation-based protocols. We devise a definition of reputation fairness that ensures fair participation while giving chances to newly joining parties to participate and potentially build reputation. We also describe a concrete lottery in the random oracle model which achieves this definition of fairness. Our treatment of reputation-fairness can be of independent interest. To avoid potential safety and/or liveness concerns stemming from the subjective and volatile nature of reputation, we propose a hybrid design that uses a Nakamoto-style ledger as a fallback. To our knowledge, our proposal is the first cryptographically secure design of a proof-of-reputation-based (in short PoR-based) blockchain that fortifies its PoR-based security by optimized Nakamoto-style consensus. This results in a ledger protocol which is provably secure if the reputation system is accurate, and preserves its basic safety properties even if it is not, as long as the fallback blockchain does not fail.

This is joint work with Leonard Kleinrock and Rafail Ostrovsky.

Bio: Vassilis Zikas is joining Purdue University to lead its blockchain-lab initiative. Prior to joining Purdue, Vassilis was an Associate Professor and Vice-Director of the Blockchain Technology Laboratory at the University of Edinburgh, and a research fellow and area leader for multi-party computation at R&D blockchain company IOHK. He has also held academic faculty, visiting, and senior researcher positions at RPI, Simons Institute for the Theory of Computing, UC Berkeley, UCLA, and ETH Zurich, and was a Research Fellow of the Simons Institute, UC Berkeley.

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