Finding arbitrary roots of polynomials is a fundamental problem in various areas of science
and engineering. A myriad of methods was suggested to address this problem, such as the …

A model has been developed that effectively solves polynomial equations by leveraging and
enhancing the genetic algorithm, combined with concepts from the bisection method used in …

Finding approximations to the zeros or roots of nonlinear functions is a task that is often
required in various applications in different fields of science and engineering. Although there …

Finding arbitrary roots of polynomials is a fundamental problem in various areas of science
and engineering. A myriad of methods was suggested to address this problem, such as the …

Optimisation is a branch of mathematics that was developed to find the optimal solutions,
among all the possible ones, for a given problem. Applications of optimisation techniques …