The Complex Version of a Result for Real Iterative Functions

Journal Title: Acta Marisiensis. Seria Technologica - Year 2018, Vol 15, Issue 1

Abstract

The purpose of this paper is to show a complex version for complex iterative functions of a result for real iterative functions and to give some applications for complex nonlinear equations.

Authors and Affiliations

Bela Finta

Keywords

Related Articles

Remarks on a Generalization of a Question Raised by Pál Erdős Concerning a Geometric Inequality in Acute Triangles II

The purpose of this paper is to give a negative answer to a possible generalization of an open question raised by Pál Erd ˝os, concerning an inequality in acute triangles. We prove here that from a < b < c does not follo...

A Practical Approach to the Design and Implementation of a Low Cost 3D Printer Using Open Source Technologies

The process of manufacturing parts with additive technologies has seen tremendous growth in recent years, and the emergence of more 3D open source printers has led to complex and personalized shapes at a lower price. For...

Novel Hierarchical Micro/Nano Modified Surfaces for Dental Implants

Present paper presents the modification at nano scale level of the surfaces of Ti6Al4V alloy that were previously modified at micro scale level by acid etching (AE) or by sand blasting with large grit and acid etching (S...

Smart Grids and Distributed Generation

This paper describes the main characteristics of Smart Grids and distributed generation. Smart Grids can be defined as a modernization of the power system so it monitors, protects and automatically optimizes the operatio...

The Complex Version of a Result for Real Iterative Functions

The purpose of this paper is to show a complex version for complex iterative functions of a result for real iterative functions and to give some applications for complex nonlinear equations.

Download PDF file
  • EP ID EP451104
  • DOI -
  • Views 98
  • Downloads 0

How To Cite

Bela Finta (2018). The Complex Version of a Result for Real Iterative Functions. Acta Marisiensis. Seria Technologica, 15(1), 25-27. https://europub.co.uk/articles/-A-451104