In this paper, we show that the fast points of a n-variable Boolean function form a linear subspace and its dimension plus the algebraic degree of the function ...
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In this paper, we show that the set of the fast points of a Boolean function constitutes a linear subspace and its dimension plus the degree of the function is ...
It is shown that the fast points of a n-variable Boolean function form a linear subspace and its dimension plus the algebraic degree of the function is at ...
Higher order differential cryptanalysis is based on the property of higher order derivatives of Boolean functions that the degree of a Boolean function can ...
Semantic Scholar extracted view of "Distinguishing properties and applications of higher order derivatives of Boolean functions" by Ming Duan et al.
Abstract: Higher order differential cryptanalysis is based on the property of higher order derivatives of Boolean functions that the degree of a Boolean ...
In this paper some cryptographic properties of Boolean functions, including weight, balancedness and nonlinearity, are studied, particularly focusing on ...
Bibliographic details on Distinguishing Properties of Higher Order Derivatives of Boolean Functions.
“Distinguishing properties and applications of higher order derivatives of Boolean functions” is a paper by Ming Duan Mohan Yang Xiaorui Sun Bo Zhu Xuejia ...
Distinguishing properties and applications of higher order derivatives of Boolean functions ... order submodular functions using monotonic Boolean functions ...