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» New Constructions of Resilient Boolean Functions with Maxima...
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94
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JCT
2006
87views more  JCT 2006»
15 years 19 days ago
Construction of bent functions via Niho power functions
A Boolean function with an even number n = 2k of variables is called bent if it is maximally nonlinear. We present here a new construction of bent functions. Boolean functions of ...
Hans Dobbertin, Gregor Leander, Anne Canteaut, Cla...
91
Voted
FSE
2007
Springer
101views Cryptology» more  FSE 2007»
15 years 6 months ago
Generalized Correlation Analysis of Vectorial Boolean Functions
We investigate the security of n-bit to m-bit vectorial Boolean functions in stream ciphers. Such stream ciphers have higher throughput than those using single-bit output Boolean f...
Claude Carlet, Khoongming Khoo, Chu-Wee Lim, Chuan...
FSE
2004
Springer
113views Cryptology» more  FSE 2004»
15 years 6 months ago
Minimum Distance between Bent and 1-Resilient Boolean Functions
In this paper we study the minimum distance between the set of bent functions and the set of 1-resilient Boolean functions and present a lower bound on that. The bound is proved to...
Soumen Maity, Subhamoy Maitra
76
Voted
IEICET
2007
65views more  IEICET 2007»
15 years 18 days ago
New Construction for Balanced Boolean Functions with Very High Nonlinearity
Khoongming Khoo, Guang Gong
FSE
2003
Springer
125views Cryptology» more  FSE 2003»
15 years 5 months ago
On Plateaued Functions and Their Constructions
We use the notion of covering sequence, introduced by C. Carlet and Y. Tarannikov, to give a simple characterization of bent functions. We extend it into a characterization of plat...
Claude Carlet, Emmanuel Prouff