曼德博集合

曼德博集合（Mandelbrot set，或译为曼德布洛特复数集合）是一种在复平面上组成分形的点的集合，以数学家本华·曼德博的名字命名。曼德博集合与朱利亚集合有些相似的地方，例如使用相同的复二次多项式来进行迭代。

单词	Mandelbrot set
释义	Mandelbrot set /ˈmɑ:ndəlˌbrɔt//ˈmɑndəlˌbrɑt/ 英汉-汉英词典芒德布罗集词组 \| 习惯用语您要查找的是不是： Mandelbrot sets 曼德勃罗集 The Mandelbrot Set 表演者 general mandelbrot sets 广义Mandelbrot集 the general mandelbrot set 广义m集 the generalized Mandelbrot set 旋转控制 the general mandelbrot sets 广义m集 the generalized mandelbrot sets 广义m集 Hearing the Mandelbrot Set 倾听曼德勃罗集 Mandelbrot set 曼德布洛特集合原声例句 BBC Ideas 精选（双语） This would become known as the Mandelbrot set — an infinite geometrical visualisation of a fractal. 这就是众所周知的曼德勃罗集合——分形的无限几何可视效果。生活大爆炸第1季 A little messy? The Mandelbrot set of complex numbers is a little messy. This is chaos. Excuse me. 有一点凌乱？曼德尔布罗特集合才叫有一点凌乱，这简直是一团糟。不好意思。 BBC Ideas 精选（双语） One of the most amazing things about the Mandelbrot set is that theoretically, if left by itself, would continue to create infinitely new patterns from the original structure proving that something could be magnified forever. 曼德勃罗集合最令人惊奇的事情之一是，从理论上讲，如果让它自己存在，它将继续从原始结构中创造出无限的新模式，这证明了某些东西可以永远被放大。中文百科曼德博集合曼德博集合（Mandelbrot set，或译为曼德布洛特复数集合）是一种在复平面上组成分形的点的集合，以数学家本华·曼德博的名字命名。曼德博集合与朱利亚集合有些相似的地方，例如使用相同的复二次多项式来进行迭代。英语百科 Mandelbrot set 曼德博集合 The Mandelbrot set is the set of complex numbers c for which the function $f_c(z)=z^2+c$ does not diverge when iterated from $z=0$ , i.e., for which the sequence $f_c(0)$ , $f_c(f_c(0))$ , etc., remains bounded in absolute value. The set is closely related to the idea of Julia sets, which produce similarly complex shapes. Its definition and name are due to Adrien Douady, in tribute to the mathematician Benoit Mandelbrot. 近义、反义、联想词近义词 n. set 英英词典 mandelbrot set n. a set of complex numbers that has a highly convoluted fractal boundary when plotted; the set of all points in the complex plane that are bounded under a certain mathematical iteration
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Mandelbrot set /ˈmɑ:ndəlˌbrɔt//ˈmɑndəlˌbrɑt/

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曼德博集合

Mandelbrot set 曼德博集合

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