The ring-lwe problem in lattice-based cryptography: the case of twisted embeddings

HIGHLIGHTS

• who: Jheyne N. Ortiz and collaborators from the Institute of Mathematics, Statistics and Computing Science, University of Campinas have published the research work: The Ring-LWE Problem in Lattice-Based Cryptography: The Case of Twisted Embeddings, in the Journal: Entropy 2021, 23, 1108. of /2021/
• what: The authors show that Twisted Ring-L the authors is at least as secure as Ring-L the authors through a security reduction from 3 of 23 Ring-L the authors to Twisted Ring-LWE. The authors focused the attention on the algebraic construction of rotated Zn -lattices via . . .
  

   

  

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