Helmholtz: A Verifier for Tezos Smart Contracts Based on Refinement Types

Author:

Nishida YukiORCID,Saito Hiromasa,Chen Ran,Kawata Akira,Furuse Jun,Suenaga KoheiORCID,Igarashi AtsushiORCID

Abstract

AbstractA smart contract is a program executed on a blockchain, based on which many cryptocurrencies are implemented, and is being used for automating transactions. Due to the large amount of money that smart contracts deal with, there is a surging demand for a method that can statically and formally verify them.This tool paper describes our type-based static verification tool Helmholtz for Michelson, which is a statically typed stack-based language for writing smart contracts that are executed on the blockchain platform Tezos. Helmholtz is designed on top of our extension of Michelson’s type system with refinement types. Helmholtz takes a Michelson program annotated with a user-defined specification written in the form of a refinement type as input; it then typechecks the program against the specification based on the refinement type system, discharging the generated verification conditions with the SMT solver Z3. We briefly introduce our refinement type system for the core calculus Mini-Michelson of Michelson, which incorporates the characteristic features such as compound datatypes (e.g., lists and pairs), higher-order functions, and invocation of another contract. Helmholtz successfully verifies several practical Michelson programs, including one that transfers money to an account and that checks a digital signature.

Publisher

Springer International Publishing

Cited by 4 articles. 订阅此论文施引文献 订阅此论文施引文献,注册后可以免费订阅5篇论文的施引文献,订阅后可以查看论文全部施引文献

1. Vulnerability detection techniques for smart contracts: A systematic literature review;Journal of Systems and Software;2024-11

2. OpenSCV: an open hierarchical taxonomy for smart contract vulnerabilities;Empirical Software Engineering;2024-06-18

3. iCon: Automated Verification of Inter-Transaction Properties in Tezos Smart Contracts with Unknowns;2024 IEEE International Conference on Blockchain and Cryptocurrency (ICBC);2024-05-27

4. A Subtyping Scheme for Nominal and Structural Types Based on Class Graph Equivalence;2021 4th International Conference on Blockchain Technology and Applications;2021-12-17

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