Optimization of Newton's Iterative Algorithm for Fractal Art Graphic Design

Graphic design is the main content of fractal art, but in graphic design, the amount of visual information and design means will affect the optimization results, reduce the accuracy of graphic design, and make the design optimization results unsatisfactory. Based on this, this paper proposes a Newtonian iterative algorithm to carry out graphic design on graphic data, improve the level of fractal art, and shorten the graphic design time. The graphical data is then comprehensively designed. Finally, the rule analysis produces artistic graphic design and outputs the final design optimization results. The research and optimization results show that Newton's iterative algorithm can accurately carry out graphic design and improve the level of graphic design, and the accuracy of graphic design is greater than 95%, which is better than the manual design method. Therefore, Newton's iterative algorithm can meet the optimization requirements of graphic design and is suitable for iterative analysis of fractal art.