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* 2017年,莉兹·齐姆斯卡Liz Ziemska出版了中篇小说《曼德尔布洛特的壮丽》(Mandelbrot The Magnificent),这是对曼德布洛特在第二次世界大战期间如何拯救家人的虚构描述。
 
* 2017年,莉兹·齐姆斯卡Liz Ziemska出版了中篇小说《曼德尔布洛特的壮丽》(Mandelbrot The Magnificent),这是对曼德布洛特在第二次世界大战期间如何拯救家人的虚构描述。
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== See also 其他参考资料 ==
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== See also ==
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*{{Annotated link|Pink noise|1/f noise}}
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{{External media |align=right | width=210px |headerimage=[[File:Mandelbrot p1130861.jpg|210px]] | video1=[http://www.webofstories.com/play/benoit.mandelbrot/1;jsessionid=E8EB8E149375B3987E49D5E4F02FCB57 Family background and early education], (4:11) Benoit Mandelbrot interview, Part 1 of 144, [[Web of Stories]]<ref name="wos1">{{cite web |url=http://www.webofstories.com/play/9596 |title=Web of Stories – Benoît Mandelbrot – Family background and early education |last=Mandelbrot |first=Benoît |author2=Bernard Sapoval |author3=Daniel Zajdenweber |date=May 1998 |publisher=[[Web of Stories]] | accessdate=19 October 2010}}</ref>}}
*{{Annotated link|Fractal dimension}}
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*{{Annotated link|Fractional Brownian motion}}
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*{{Annotated link|How Long Is the Coast of Britain? Statistical Self-Similarity and Fractional Dimension|How Long is the Coast of Britain?}}
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*{{Annotated link|Hurst exponent}}
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*{{Annotated link|Kurtosis risk}}
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*{{Annotated link|Lacunarity}}
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*{{Annotated link|Louis Bachelier}}
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*{{Annotated link|Mandelbrot Competition}}
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*{{Annotated link|Multifractal system}}
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*{{Annotated link|Self-similarity}}
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*{{Annotated link|Seven states of randomness}}
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*{{Annotated link|Skewness risk}}
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*{{Annotated link|Zipf–Mandelbrot law}}
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* 1 / f噪声1/f noise –幅度与频率成反比的信号类型
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{|
* 分形维数Fractal dimension –一个比率,表示复杂度随比例变化的统计指标
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* 分数布朗运动Fractional Brownian motion
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|- style="vertical-align:top"
* 英国海岸线有多长?– 伯努瓦 曼德布洛特的论文讨论了分形的性质(但内容未使用该术语)
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* 赫斯特指数Hurst exponent – 衡量时间序列的长期依赖性
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| style="padding-right:2em"|
* 峰度风险Kurtosis risk – 决策理论术语
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* 间隙度Lacunarity – 几何和分形分析术语
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* "[[How Long Is the Coast of Britain? Statistical Self-Similarity and Fractional Dimension|How Long is the Coast of Britain?]]"
* 劳伦斯·巴施里耶Louis Bachelier – 法国数学经济学先驱
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* 曼德布洛特竞赛 – 高中数学竞赛
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* [[Louis Bachelier]]
* 多重分形系统Multifractal system – 具有多重分形维数的系统
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* 自相似性Self-similarity – 对象的整体在数学上与其自身相似
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* [[Zipf–Mandelbrot law]]
* 七种随机状态Seven states of randomness – 随机性思想的概括
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* 偏度风险Skewness risk – 财务建模术语
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* [[Seven states of randomness]]
* Zipf–曼德布洛特定律 – 离散概率分布
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*
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* [[Skewness risk]]
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Category:1924 births
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类别: 1924出生
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* [[Kurtosis risk]]
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Category:2010 deaths
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分类: 2010年死亡人数
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* [[Fractal dimension]]
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Category:20th-century American mathematicians
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范畴: 20世纪美国数学家
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* [[Lacunarity]]
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Category:21st-century French mathematicians
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范畴: 21世纪法国数学家
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Category:20th-century American economists
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类别: 20世纪美国经济学家
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* [[Self-similarity]]
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Category:21st-century American economists
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类别: 21世纪美国经济学家
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* [[Self-affinity]]
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Category:Alexander von Humboldt Fellows
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类别: 亚历山大·冯·洪堡研究员
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* [[Hurst exponent]]
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Category:California Institute of Technology alumni
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类别: 加州理工学院校友
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* [[Fractional Brownian motion]]
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Category:Chaos theorists
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范畴: 混沌理论家
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* [[Multifractal system]]
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Category:Deaths from cancer in Massachusetts
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分类: 马萨诸塞州癌症死亡人数
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* [[1/f noise]]
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Category:Deaths from pancreatic cancer
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分类: 死于胰腺癌
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* [[Mandelbrot Competition]]
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Category:École Polytechnique alumni
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类别: 巴黎综合理工学院校友
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|}
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Category:Fellows of the American Geophysical Union
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类别: 美国地球物理联盟研究员
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Category:Fellows of the American Statistical Association
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类别: 美国统计协会研究员
    
== Notes ==
 
== Notes ==
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