摘要
利用Mathematica软件的数值计算功能、符号运算功能和图形程序设计功能,以简单的程序实现了迭代分形算法成功绘制了分形几何中的Koch曲线和Sierpinski三角形,并且给Mathematica程序及运行结果,体现了Mathematica软件在实现分形算法方面的优越性。
We have successfully drawn several fractal figures and given the relevant programs Koch curve and Sierpinski triangle by using the Mathematica's functions in numerical computation,symbolic calculation and programming,thus realized iterate algorithms by simple program,and gave Mathematica program and presented the results,this paper shows the advantage of Mathematica in realizing fractal algorithms.
出处
《兴义民族师范学院学报》
2011年第3期93-95,共3页
Journal of Minzu Normal University of Xingyi