Affine equivalence classes of 2-rotation symmetric cubic Boolean functions
Elizabeth M. Reid, Thomas W. Cusick · International Journal of Computer Mathematics Computer Systems Theory · 2018
A Boolean function in variables that is generated by applying all even powers of the cyclic permutation of the variables to a single cubic monomial is called a cubic monomial rotation symmetric 2-function (or cubic 2-MRS function for short). In 2015, Cusick and Johns gave a complete description of the affine equivalence classes for such functions with generating monomial with 1<r