Pao-Lu Hsu
Chinese mathematician
Pao-Lu Hsu's AcademicInfluence.com Rankings
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Mathematics
Pao-Lu Hsu's Degrees
- PhD Mathematics University of Göttingen
- Masters Mathematics University of Göttingen
- Bachelors Mathematics National Central University
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Why Is Pao-Lu Hsu Influential?
(Suggest an Edit or Addition)According to Wikipedia, Pao-Lu Hsu or Xu Baolu was a Chinese mathematician noted for his work in probability theory and statistics. Life and career Pao-Lu Hsu was born in Beijing on September 1, 1910, with his ancestral home in Hangzhou, Zhejiang Province. He was from a prominent intellectual family. In his childhood, he received solid training in both traditional Chinese and modern western cultures. He graduated from Tsinghua University in 1933, majoring in mathematics. After his graduation, he worked at Peking University as a teacher. In the meantime, he published a joint paper with Tsai-han Kiang on the numbers of nondegenerate critical points, which showed his solid mathematical foundation and research capability. In 1936, he went to University College London and spend four years studying mathematical statistics. During this period, with his strong mathematical skill combining with advanced statistical ideas, he wrote a series remarkable papers. He earned his Ph.D. in 1938 and Sc.D. in 1940. From London, he returned to China, accepting a professorship in the Department of Mathematics, Peking University. Nevertheless, the ensuing years were a period of great difficulty and hardship for him. During the years 1943–44, he corresponded with Jerzy Neyman about statistics-related matters, but also mentioning in these letters the great hardship he was suffering, particularly starvation.
Pao-Lu Hsu's Published Works
Published Works
- Complete Convergence and the Law of Large Numbers. (1947) (918)
- ON THE DISTRIBUTION OF ROOTS OF CERTAIN DETERMINANTAL EQUATIONS (1939) (156)
- Contribution to the theory of "Student's" t-test as applied to the problem of two samples. (1938) (70)
- Notes on Hotelling's Generalized $T$ (1938) (58)
- On the Limiting Distribution of Roots of a Determinantal Equation (1941) (57)
- ON GENERALIZED ANALYSIS OF VARIANCE. (I) (1940) (55)
- ON THE LIMITING DISTRIBUTION OF THE CANONICAL CORRELATIONS (1941) (49)
- The Approximate Distributions of the Mean and Variance of a Sample of Independent Variables (1945) (41)
- The Limiting Distribution of Functions of Sample Means and Application to Testing Hypotheses (1949) (36)
- ANALYSIS OF VARIANCE FROM THE POWER FUNCTION STANDPOINT (1941) (29)
- An algebraic derivation of the distribution of rectangular coordinates (1940) (25)
- ON THE PROBLEM OF RANK AND THE LIMITING DISTRIBUTION OF FISHER'S TEST FUNCTION (1941) (18)
- On the Power Functions of the $E^2$-Test and the $T^2$-Test (1945) (18)
- On the Asymptotic Distributions of Certain Statistics Used in Testing the Independence Between Successive Observations from a Normal Population (1946) (17)
- On Symmetric, Orthogonal, and Skew-Symmetric Matrices (1953) (11)
- CANONICAL REDUCTION OF THE GENERAL REGRESSION PROBLEM (1941) (11)
- On the Approximate Distribution of Ratios (1945) (7)
- ON A FACTORIZATION OF PSEUDO-ORTHOGONAL MATRICES (1946) (7)
- A new proof of the joint product moment distribution (1939) (7)
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