ABSTRACT
This chapter develops sixth-order iterative methods in order to approximate zeros of a function defined on a real line. This method can be used to solve many problems from computational sciences and other disciplines. The chapter proposes a three-step unification scheme of the sixth-order iterative methods. Through the scheme, various well-known sixth-order iterative methods are generated. The chapter also presents numerical and dynamical comparisons of various sixth-order iterative methods.
