Further Results on Constructions of Generalized Bent Boolean Functions

Abstract

Boolean bent functions were introduced by Rothaus in 1976 as an interesting combinatorial object with the important property of having optimal nonlinearity [1]. Since bent functions have many applications in sequence design, cryptography and algebraic coding, they have been extensively studied during the last thirty years [2, 3].Over the past decades, based on bent functions, several constructions of highly nonlinear balanced functions were presented [4, 5].

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Document Details

Document Type
Technical Report
Publication Date
Mar 01, 2016
Accession Number
AD1014617

Entities

People

  • Fengrong Zhang
  • Pantelimon Stanica
  • Shixiong Xia
  • Yu Zhou

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  • Naval Postgraduate School

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