Vectorial boolean functions with the maximum number of bent components beyond the nyberg’s bound

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• who: Amar Bapiu0107 from the University of Primorska, FAMNIT and IAM, Glagoljau0161ka, Koper, Slovenia Otto von Guericke University, Universitu00e4tsplatz, Magdeburg, Germany have published the paper: Vectorial Boolean functions with the maximum number of bent components beyond the Nybergu2019s bound, in the Journal: (JOURNAL)
• what: Based on the analysis of the obtained equivalence classes the authors propose several infinite families of MNBC functions with component functions outside the M# class. The authors show that some of them are nontrivial and do not belong to the M# class. In Sect 3, the authors propose a partial spread . . .
  

   

  

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