Julia implementation of the global complex root and pole finding (GRPF) algorithm.

Fractals made from complex roots of all possible polynomials of certain degree (12 - 24) and small set of complex coefficients (2 or 3), littlewood polynomials included

Quadratic equations made easy! Enter coefficients, see the equation, roots, and graph - all in one place!

This program uses Bairstow’s method to find the real and complex roots of a polyomial with real coefficients.

Finds the n_th root of a rational or complex number using Newton's method

Several methods for root finding of polynomials (both real and complex roots)

This application explore the complex plane with a heat map of the roots of a polynomial equation. Three graphics are ploted, roots on complex plane, polynomial and absolute polynomial visualization.