JAMS:Julia和Mandelbrot集合
Julia And Mandelbrot Sets,通常缩写为JAMS,是一种便于书写和使用的简称形式,在商业及产品相关场景中较为常见。它的中文全称是“Julia和Mandelbrot集合”,这两个概念源于分形几何学,在计算机图形学和数据分析中有广泛应用。通过使用缩写JAMS,专业人士可以在文档或交流中更高效地指代这一数学内容。
Julia And Mandelbrot Sets具体释义
Julia And Mandelbrot Sets的英文发音
例句
- This paper discusses the complex iteration concerned with Julia sets and Mandelbrot sets. It gives the algorithm by which Julia sets and Mandelbrot sets may be generated and zoomed.
- 讨论了Julia集与Mandelbrot集的复迭代.给出了Julia集与Mandelbrot集生成算法和图形放大算法。
- Firstly, this thesis introduced fractal geometry theory, namely the foundation of fractal graph mathematical theory, and take three typical fractal collection Mandelbrot, N and Julia sets for example. Secondly, study on fractal graph, made detailed elaboration of fractal.
- 本文首先向人们介绍分形几何学理论,即分形图形的数学理论基础,并以三个典型分形集合Julia集、Mandelbrot、N集为例对分形的数学原理做介绍。
- The paper also gives the images of the Mandelbrot sets and Julia sets of these complex quadratic mappings family with the corresponding initial value. With the images, this paper tests the correctness of the given theorem.
- 本文给出这些复映射族在对应初始值下的Mandelbrot集和Julia集的图像,用图像检验了给出定理的正确性。
- The New Model of Mandelbrot and Julia Sets Construction and Simulation
- Mandelbrot和Julia集统一新模型的建立与模拟
- A series of M-J chaotic-fractal image families are generated by the escape time algorithm. Universal constant in the Mandelbrot set and approximate scaling invariable factor in the Julia sets are discovered, which qualitatively demonstrate scaling invariance of M-J chaos-fractal images.
- 利用逃逸时间算法绘制MJ混沌分形图谱,通过计算机数学实验找到Mandelbrot集的普适常数和相应充满Julia集的近似标度不变因子,定性说明了MJ混沌分形图谱标度不变的特性。
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