In: Tatra Mountains Mathematical Publications, vol. 70, no. 3
Year, pages: 2017, 163 - 177
decoding problem, MQ problem, MRHS
We study the connection between the MQ problem and the decoding problem, through the intermediate MRHS representation. The main goal of this study is to explicitly bound the complexity of solving MQ systems with decoding tools. The main observation is that although the MQ problem over $GF(2)$ can be efficiently transformed to syndrome decoding, the existing general decoding methods are not suitable to solve the system as efficiently as expected from the MQ representation.
How to cite:
Zajac, P. 2017. Connecting the complexity of MQ- and code-based cryptosystems. In Tatra Mountains Mathematical Publications, vol. 70, no.3, pp. 163-177. 1210-3195.
Zajac, P. (2017). Connecting the complexity of MQ- and code-based cryptosystems. Tatra Mountains Mathematical Publications, 70(3), 163-177. 1210-3195.