Giuseppe Galano

dblp:302/8419 · DBLP profile ↗
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6ranked-venue papers
2as first author
6since 2021 · last 2025
0009-0008-3251-6606ORCID · corroborated

Domains — the database's venue-derived domains; a paper can count in several

Artificial intelligence and machine learning · 2 · 1 first-author · 2 since 2021Security and privacy · 2 · 2 since 2021Software engineering, systems software and programming languages · 2 · 2 since 2021Computer networks · 1 · 1 since 2021Human-computer interaction and ubiquitous computing · 1 · 1 first-author · 1 since 2021
YearPublicationVenuePosition
2025 Unveiling the Mechanisms of DAI: A Logic-Based Approach to Stablecoin Analysis
Francesco De Sclavis, Giuseppe Galano, Aldo Glielmo, Matteo Nardelli 0001
ICBC2
2025 BitML2MCMAS: Strategic Reasoning for Bitcoin Smart Contracts
Luigi Bellomarini, Marco Favorito, Giuseppe Galano
AAMAS3
2025 An analysis of pervasive payment channel networks for Central Bank Digital Currencies
Marco Benedetti, Francesco De Sclavis, Marco Favorito, Giuseppe Galano, Sara Giammusso, Antonio Muci, Matteo Nardelli 0001
Comput. Commun.4
2024 Towards a Full Scale Simulation of a Central Bank Digital Currency Via Payment Channel Networks
abstract
PCNs are a promising solution for overcoming blockchain limitations, such as scalability and privacy, yet understanding their behavior in large-scale deployments remains challenging. Currently, only custom and sequential simulators for PCNs exist, which are limited to evaluating small-scale networks. Parallel simulations could prove fundamental to understanding PCNs and gaining insights to develop payment systems, such as blockchain-based Central Bank Digital Currencies, capable of handling real-world payment loads effectively. We presented CLoTH-over-ROSS, a PCN model inspired by the CLoTH framework suited to run in ROSS, a popular parallel discrete event simulator. In this paper, through extensive experimentation, we investigate the model’s ability to scale as the number of available computing resources increases, highlighting its performance benefits and identifying critical bottlenecks that hinder the analysis of very large networks. These findings offer valuable insights for designing efficient and parallel PCN simulators, which can support the development of scalable blockchain-based solutions.
Giuseppe Galano, Sara Giammusso, Matteo Nardelli 0001
DS-RT1
2024 Modeling Central Bank Digital Currency over Payment Channels: A Parallel ROSS-based Approach
abstract
Payment Channel Networks (PCNs) promise to solve the scalability (and privacy) issue of blockchains. Understanding them is a key pillar to define a payment system, such as a blockchain-based Central Bank Digital Currency, that can correctly sustain a real load of payments. So far, only custom simulators of PCNs exist, which however allow us to evaluate only small-scale networks. In this paper, building on the existing literature, we design a PCN model suited to run in ROSS, a popular parallel discrete event simulator (PDES). This PCN model enables large-scale network analysis and readily fits the existing 3-tier banking system. After validating it, we show the benefits of exploiting a PDES to analyze large scale networks. Finally, we release the ROSS-based PCN model in open-source.
Giuseppe Galano, Sara Giammusso, Matteo Nardelli 0001
SIGSIM-PADS1
2023 PoW-less Bitcoin with Confidential Byzantine PoA
abstract
Distributed Ledger Technologies (DLTs), when managed by a few trusted validators, require most but not all of the machinery available in public DLTs. To profit from this s tate of affairs, we inject a PoA (Proof-of-Authority) protocol into Bitcoin, replacing its PoW. Our PoA consensus algorithm-built on top of PBFT and FROST-exhibits Byzantine Fault Tolerance and Confidentiality of the network configuration an d of th e quorum of signers. As such, it may become a modern and safe foundation for payment systems used in stablecoins, sidechains, and CBDCs.
Marco Benedetti, Francesco De Sclavis, Marco Favorito, Giuseppe Galano, Sara Giammusso, Antonio Muci, Matteo Nardelli 0001
ICBC4