Francisco J. García

On the construction of bent functions of

In this paper we present a method to construct iteratively new bent functions of

n+2

n + 2

variables from bent functions of

variables from bent functions of

n

n

variables

variables using minterms of

Computing the degree of a Boolean function from its support

n

A Construction of Bent Functions of Variables from a Bent Function of Variables and Its Cyclic Shifts

variables and minterms of two variables. Also, we provide the number of bent functions of

Construction of bent functions of 2k variables from a basis of

n+2

New bent functions from positive and negative functions of old bent functions

variables that we can obtain with the method here presented.

Boolean Functions: Degree and Support

In this paper we establish some properties of the algebraic normal form of a Boolean function from its support and we propose a method to determine the degree of the Boolean function from its support.