activity
20232026
collaborators

6 papers

cs.NE2026

Monotone but Exciting: On Evolving Monotone Boolean Functions with High Nonlinearity

Claude Carlet, Marko Čupić, Marko Ðurasevic +3

Monotone Boolean functions are a structurally important class of Boolean functions, but their restricted form imposes strong limitations on achievable nonlinearity. In this paper,…

cs.NE2025

On Counts and Densities of Homogeneous Bent Functions: An Evolutionary Approach

Claude Carlet, Marko Ðurasevic, Domagoj Jakobovic +3

Boolean functions with strong cryptographic properties, such as high nonlinearity and algebraic degree, are important for the security of stream and block ciphers. These functions…

cs.NE2024

The More the Merrier: On Evolving Five-valued Spectra Boolean Functions

Claude Carlet, Marko Ðurasevic, Domagoj Jakobovic +2

Evolving Boolean functions with specific properties is an interesting optimization problem since, depending on the combination of properties and Boolean function size, the problem…

cs.NE2024

A Systematic Evaluation of Evolving Highly Nonlinear Boolean Functions in Odd Sizes

Claude Carlet, Marko Ðurasevic, Domagoj Jakobovic +2

Boolean functions are mathematical objects used in diverse applications. Different applications also have different requirements, making the research on Boolean functions very acti…

cs.NE2023

Look into the Mirror: Evolving Self-Dual Bent Boolean Functions

Claude Carlet, Marko Ðurasevic, Domagoj Jakobovic +2

Bent Boolean functions are important objects in cryptography and coding theory, and there are several general approaches for constructing such functions. Metaheuristics proved to b…

cs.NE2023

A New Angle: On Evolving Rotation Symmetric Boolean Functions

Claude Carlet, Marko Ðurasevic, Bruno Gašperov +3

Rotation symmetric Boolean functions represent an interesting class of Boolean functions as they are relatively rare compared to general Boolean functions. At the same time, the fu…