shiyi18 发表于 2022-3-26 03:49:01

佩尔西-迪亚科尼斯 统计学家

Persi Diaconis
Statistician | Class of 1982
Title
Statistician
Location
Stanford, California
Age
37 at time of award
Area of Focus
Mathematics, Statistics, and Probability
Published August 1, 1982
ABOUT PERSI'S WORK
Persi Diaconis is a mathematical statistician who thinks probabilistically about problems from philosophy to group theory.

His work concentrates on the interaction of symmetry and randomness, for which he has developed the tools of subjective probability and Bayesian statistics.Through his analyses of randomness and its inherent substantial biases, such as the height, speed and angle at which a coin is flipped, Diaconis illuminates issues in the foundations of mathematics and computation.He contributes to applied data analysis and computer graphics, attempting to make mathematical sense out of the techniques suggested by applied work.His work on analyzing card tricks and the investigation of parapsychology is motivated by the ten years he spent as a professional magician.

BIOGRAPHY
Beginning in 1974, Diaconis taught at Stanford and Harvard Universities before becoming the George Vasmer Leverett Professor of Mathematics at Harvard University (1987-1997) and the David Duncan Professor at Cornell University (1996-1998).He is the Mary V. Sunseri Professor of Statistics and Mathematics at Stanford University.

Diaconis received a B.S. (1971) from the City College of New York and an M.A. (1972) and a Ph.D. (1974 from Harvard University.

Last updated January 1, 2005.



佩尔西-迪亚科尼斯
统计学家|1982级
职称
统计学家
工作地点
斯坦福, 加州
年龄
获奖时37岁
重点领域
数学、统计和概率
发表于1982年8月1日
关于佩西的工作
佩尔西-迪亚科尼斯是一位数学统计学家,他对从哲学到群论的问题进行概率性思考。

他的工作集中在对称性和随机性的互动上,为此他开发了主观概率和贝叶斯统计的工具。 通过他对随机性及其固有的实质性偏差的分析,如抛出硬币的高度、速度和角度,迪亚科尼斯阐明了数学和计算基础的问题。 他对应用数据分析和计算机图形学作出了贡献,试图从应用工作所建议的技术中获得数学意义。 他在分析纸牌戏法和调查超心理学方面的工作是由他作为职业魔术师的十年所激发的。

传记
从1974年开始,迪卡尼斯在斯坦福大学和哈佛大学任教,之后成为哈佛大学的乔治-瓦斯默-莱弗里特数学教授(1987-1997)和康奈尔大学的大卫-邓肯教授(1996-1998)。 他是斯坦福大学统计学和数学的Mary V. Sunseri教授。

迪亚科尼斯在纽约市立学院获得学士学位(1971年),在哈佛大学获得硕士学位(1972年)和博士学位(1974年)。

最后更新于2005年1月1日。
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