| 释义 |
MandelbrotCOCA¹⁰¹⁷⁸⁹BNC¹¹⁴⁰²⁴⁺⁵
基本英英例句例句
n.曼德勃罗集¹⁰⁰
Noun:
French mathematician born in Poland noted for inventing fractals born in 1924Fractals And Scaling In FinanceMandelbrotB.B.金融中的分形与标度。
BenoitMandelbrotpioneered fractal geometry.波努瓦·芒德勃罗开辟了分形几何学。
When the program is first run, it shows theMandelbrotset.如果这个软件总是不能下载的请联系我们,谢谢合作!!
BenoitMandelbrot&Richard Hudson, Basic Books , 2004.贝努瓦曼德勃罗&理查德哈德森， 基本书店 ， 2004年。
If it stays down below a certain level, it is part of theMandelbrotset.就在银行遭劫的现场，康纳斯凭借丰富的办案经验，很快分析出了警匪双方所面临的严峻形势。 A demonstration of a public grid with anonymous users for rendering Mandelbrot set is included too.
展示了一个公共的匿名用户的网格渲染 Mandelbrot集包含太多。 bytemen
According to Mandelbrot s fractal theory, it was found that the fractal dimension could be obtained in medical images by the concept of fractional Brownian motion.
的分形理论可知，建立在分形布朗运动模型之上的医用图像总可以计算得一分形维数。 dictall
The fractal sequence and Mandelbrot- Julia sets of generalized Gauss sums are studied.
研究了广义高斯和的分形序列及其 M- J集。 cnki
The Mandelbrot set, which is most commonly represented by the above illustration, provides a way of understanding roughness in the world around us.
上图是曼德布洛特集最常见的表现形式，它给我们提供了一种理解周围世界的粗糙程度的方式。 yeeyan
Born in Warsaw, Mandelbrot and his family fled the Nazis to France.
曼德布洛特生于华沙，为躲避纳粹而和家人移居法国。 yeeyan
Both vegetables and quadratic polynomials are made more interesting with the Mandelbrot set.
有了曼德尔勃特集合，蔬菜和二次多项式都变得有趣多了。 yeeyan
Both vegetables and quadratic polynomials are made more interesting with the Mandelbrot set. The formula explains the repeating complexity of broccoli heads like this one.
有了曼德尔勃特集合，蔬菜和二次多项式都变得有趣多了。这个方程式表现了类似图中的花椰菜菜籽的重复的复杂性。 yeeyan
Julia set and Mandelbrot set are two important sets in fractal theory.
Julia集与 M andelbrot集是分形理论中两个具有重要地位的集合。 say666
One of my own demos: Bouncing Mandelbrot Cubes.
我的一个演示：弹跳曼德尔布罗立方体。 yeeyan
The complexities that Mandelbrot observed would ultimately be used to understand more than mathematical objects.
曼德布洛特观察到的复杂性最终会被用于理解除数学对象以外的其他对象。 yeeyan
These two methods were extended, and a series of internal structure images of the general Mandelbrot sets for negative real index number were given out.
文中将这两种方法进行了推广，给出了一系列负实数阶广义 M集的内部结构图。 cnki
Mandelbrot's observations provided him with the material for his seminal book, The Fractal Geometry of Nature, published in 1982.
曼德布洛特的观察为他于1982年发表的创造性的著作《自然的分形几何》提供了素材。 yeeyan |