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Research Papers
Thu 13 Oct 2022 16:20 - 16:40 at Ballroom C East - Technical Session 29 - AI for SE II Chair(s): Tim MenziesDue to the popularity of smart contracts in the modern financial ecosystem, there has been growing interest in formally verifying their correctness and security properties. Most existing techniques in this space focus on common vulnerabilities like arithmetic overflows and perform verification by leveraging contract invariants (i.e., logical formulas hold at transaction boundaries). In this paper, we propose a new technique, based on deep reinforcement learning, for automatically learning contract invariants that are useful for proving arithmetic safety. Our method incorporates an off-line training phase in which the verifier uses its own verification attempts to learn a policy for contract invariant generation. This learned (neural) policy is then used at verification time to predict likely invariants that are also useful for proving arithmetic safety. We implemented this idea in a tool called Cider and incorporated it into an existing verifier (based on refinement type checking) for proving arithmetic safety. Our evaluation shows that Cider improves both the quality of the inferred invariants as well as inference time, leading to faster verification and lower false positive rates overall.
