[Resource Topic] 2024/957: VRaaS: Verifiable Randomness as a Service on Blockchains

Welcome to the resource topic for 2024/957

Title:
VRaaS: Verifiable Randomness as a Service on Blockchains

Authors: Jacob Gorman, Lucjan Hanzlik, Aniket Kate, Easwar Vivek Mangipudi, Pratyay Mukherjee, Pratik Sarkar, Sri AravindaKrishnan Thyagarajan

Abstract:

Web3 applications, such as on-chain games, NFT minting, and leader elections necessitate access to unbiased, unpredictable, and publicly verifiable randomness. Despite its broad use cases and huge demand, there is a notable absence of comprehensive treatments of on-chain verifiable randomness services. To bridge this, we offer an extensive formal analysis of on-chain verifiable randomness services.

We present the $first$ formalization of on-chain verifiable randomness in the blockchain setting by introducing the notion of Verifiable Randomness as a Service (VRaaS). We formally define VRaaS using an ideal functionality $\mathcal{F}_{\sf VRaaS}$ in the Universal Composability model. Our definition not only captures the core features of randomness services, such as unbiasability, unpredictability, and public verifiability, but also accounts for many other crucial nuances pertaining to different entities involved, such as smart contracts. 

Within our framework we study a generic design of Verifiable Random Function~(VRF)-based randomness service -- where the randomness requester provides an input on which the randomness is evaluated as VRF output. We show that it does satisfy our formal VRaaS definition. Furthermore, we show that the generic protocol captures many real-world randomness services like Chainlink VRF and Supra dVRF.

We investigate whether our definition is minimalistic in terms of the desired security properties - towards that, we show that a couple of insecure constructions fall short of realizing our definition. Using our definition we also discover practical vulnerabilities in other designs such as Algorand beacon, Pyth VRF and Band VRF that offer on-chain verifiable randomness.

ePrint: https://eprint.iacr.org/2024/957

See all topics related to this paper.

Feel free to post resources that are related to this paper below.

Example resources include: implementations, explanation materials, talks, slides, links to previous discussions on other websites.

For more information, see the rules for Resource Topics .