Publication | Closed Access
A Note on Symmetric Boolean Functions With Maximum Algebraic Immunity in Odd Number of Variables
56
Citations
5
References
2007
Year
Circuit ComplexityOdd NumberSymmetric FunctionSymmetric Boolean FunctionsBoolean FunctionCombinatorial DesignOdd Positive IntegerAlgebraic CombinatoricsMaximum Algebraic ImmunityDiscrete Mathematics
In this note, it is proved that for each odd positive integer n there are exactly two n-variable symmetric Boolean functions with maximum algebraic immunity.
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