Analysis of Trivium Using Compressed Right Hand Side Equations

• mémoire
• cours magistral - matière potentielle : notes
• mémoire - matière potentielle : consumption
• expression écrite

Analysis of Trivium Using Compressed Right Hand Side Equations Thorsten Ernst Schilling, H˚avard Raddum , Selmer Center, University of Bergen Abstract. We study a new representation of non-linear multivariate equations for algebraic crypt- analysis. Using a combination of multiple right hand side equations and binary decision diagrams, our new representation allows a very efficient conjunction of a large number of separate equations.

• algebraic cryptanalysis
• mrhs equation
• bdds
• valid attack on the cipher
• bdd
• linear constraints
• right hand side of the corresponding mrhs equation
• equations
• equation
• system