Analysis, classification and construction of optimal cryptographic Boolean functions

Faote and Odd Nakken: Borsal aspect target atrength functions of six fishes at two

We present density-functional theory for linear and nonlinear response functions using an explicit exponential parametrization of the density operator.. The response functions

In this paper we deduce a new method for constructing APN functions by studying the isotopic equivalence, concept defined for quadratic planar functions in fields of

The table lists all the linear functions that form a pair with f , where f is an n-variable quadratic Boolean function with a low PAPR with respect to Type-I and Type-II matrices..

For power functions defined over finite fields of odd characteristic, there are also some classes of power functions whose differential spectra have been calculated [8, 7, 16]..

For a long time, EA-equivalence was the standard equivalence relation used for classifying APN functions because it was the most general known equivalence relation that

In this case we obtain that all the known power APN functions in odd dimension, except the Dobbertin function, can be obtained as the nonlinear shifts of Gold functions.. 2

• Computing methodologies → Model construction and selection; • Mathematics of computing → Interactive objective functions; • Human-centered computing → Visual analytics;