Boolean functions are used to represent the functionality of each gate within the netlist. HAL enables the reverse engineer to operate upon these functions by providing a set of functions to extend, ...

Multiplicative Complexity (MC) is defined as the minimum number of AND gates required to implement a function with a circuit over the basis AND, XOR, NOT}. This complexity measure is relevant for many ...

The complexity of digital logic gates to implement a Boolean function is directly related to the complexity of algebraic expression. Also, an increase in the number of variables results in an increase ...

Boolean algebra helps address the limitations of black-box machine learning algorithms. It provides clarity on the inner workings of models while maintaining accuracy. Algorithms like decision trees ...

Abstract: This paper presents a new approach to IP address lookup based on Boolean functions. Specifically, our method considers an IP address lookup system as a set of Boolean functions sharing a set ...

Amid efforts to address energy consumption in modern computing systems, one promising approach takes advantage of random networks of non-linear nanoscale junctions formed by nanoparticles as ...

Abstract: Design of strong symmetric cipher systems requires that the underlying cryptographic Boolean function meet specific security requirements. Some of the required security criteria can be ...

Symmetric cryptography primitives are constructed by iterative applications of linear and nonlinear layers. Constructing efficient circuits for these layers, even for the linear one, is challenging.

A topic of great interest and debate concerns the source of order and remarkable robustness observed in genetic regulatory networks. The study of the generic properties of Boolean networks has proven ...

The complexity of digital logic gates to implement a Boolean function is directly related to the complexity of algebraic expression. Also, an increase in the number of variables results in an increase ...