CRMay 11, 2019
Seele's New Anti-ASIC Consensus Algorithm with Emphasis on Matrix ComputationLuke Zeng, Shawn Xin, Avadesian Xu et al.
In this paper, we will present a new PoW consensus algorithm used in Seele's main-net, MPoW (Matrix-Proof-of-Work). Compared to Bitcoin's PoW consensus algorithm, MPoW requires miners to compute the determinants of submatrices from a matrix constructed with n hashes other than brute-force-hashing using a hash function to find the target. This paper will evaluate this algorithm's compatibility with difficulty adjustment. Then we will discuss its efficiency in countering machines with hashrate advantage, and its feasibility to personal computers. We believe more innovative consensus protocols can be developed based on this algorithm.
CRAug 9, 2018
A Secure Multiple Elliptic Curves Digital Signature Algorithm for BlockchainWei Bi, Xiaoyun Jia, Maolin Zheng
Most cryptocurrency systems or systems based on blockchain technology are currently using the elliptic curves digital signature algorithm (ECDSA) on the secp256k1 curve, which is susceptible to backdoors implemented by the curve creator (secp256k1). The paper proposes a multiple elliptic curves digi-tal signature algorithm (MECDSA), which allows not only for setting the number of elliptic curves according to practical security requirements, but also for editing the parameters of each elliptic curve. The performance analy-sis proves that the scheme is secure and efficient, and can avoid any back-doors implemented by curve creators. We suggest that the systems based on blockchain should operate in two elliptic curves considering the contradic-tion between security and efficiency.