Henry Scheffé
American statistician
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Mathematics
Henry Scheffé's Degrees
- PhD Statistics University of California, Berkeley
Why Is Henry Scheffé Influential?
(Suggest an Edit or Addition)According to Wikipedia, Henry Scheffé was an American statistician. He is known for the Lehmann–Scheffé theorem and Scheffé's method. Education and career Scheffé was born in New York City on April 11, 1907, the child of German immigrants. The family moved to Islip, New York, where Scheffé went to high school. He graduated in 1924, took night classes at Cooper Union, and a year later entered the Polytechnic Institute of Brooklyn. He transferred to the University of Wisconsin in 1928, and earned a bachelor's degree in mathematics there in 1931. Staying at Wisconsin, he married his wife Miriam in 1934 and finished his PhD in 1935, on the subject of differential equations, under the supervision of Rudolf Ernest Langer.
Henry Scheffé's Published Works
Published Works
- The Analysis of Variance (1960) (3872)
- A METHOD FOR JUDGING ALL CONTRASTS IN THE ANALYSIS OF VARIANCE (1953) (1971)
- Experiments with Mixtures (1958) (634)
- The Simplex‐Centroid Design for Experiments with Mixtures (1963) (397)
- An Analysis of Variance for Paired Comparisons (1952) (365)
- A Useful Convergence Theorem for Probability Distributions (1947) (278)
- Practical Solutions of the Behrens-Fisher Problem (1970) (233)
- A Statistical Theory of Calibration (1973) (160)
- On Solutions of the Behrens-Fisher Problem, Based on the $t$-Distribution (1943) (132)
- A "MIXED MODEL" FOR THE ANALYSIS OF VARIANCE' (1956) (102)
- Non-Parametric Estimation. I. Validation of Order Statistics (1945) (98)
- Statistical Inference in the Non-Parametric Case (1943) (87)
- Multiple Testing Versus Multiple Estimation. Improper Confidence Sets. Estimation of Directions and Ratios (1970) (84)
- A method for accurate determination of volume and cell numbers in small organs (1942) (82)
- Alternative Models for the Analysis of Variance (1956) (71)
- A Formula for Sample Sizes for Population Tolerance Limits (1944) (49)
- The relation of control charts to analysis of variance and chi-square tests. (1947) (37)
- On a Measure Problem Arising in the Theory of Non-Parametric Tests (1943) (27)
- A Note on a Reformulation of the S-Method of Multiple Comparison (1977) (20)
- A Generalization of the Neyman-Pearson Fundamental Lemma (1952) (18)
- On the Problem of Similar Regions. (1947) (18)
- A Note on the Behrens-Fisher Problem (1944) (15)
- On the Ratio of the Variances of Two Normal Populations (1942) (11)
- Reply to Mr Quenouille's Comments About My Paper on Mixtures (1961) (11)
- Linear Differential Equations with Two-term Recurrence Formulas (1942) (10)
- A Note on a Reformulation of the S-Method of Multiple Comparison: Rejoinder (1977) (9)
- On the Theory of Testing Composite Hypotheses with One Constraint (1942) (9)
- Fitting Straight Lines When One Variable is Controlled (1958) (8)
- Corrections: A Method for Judging All Contrasts in the Analysis of Variance (1969) (7)
- Review: H. Cramér, Mathematical methods of statistics (1947) (3)
- Note on the use of the tables of percentage points of the incomplete beta function to calculate small sample confidence intervals for a binomial p (1944) (3)
- Asymptotic solutions of certain linear differential equations in which the coefficient of the parameter may have a zero (1936) (3)
- Note on Separation of Variables (1970) (1)
- An Inverse Problem in Correlation Theory (1942) (1)
- A Series Comparison Test for Calculus Students (1941) (0)
- Problems for Solution: E796-E797 (1947) (0)
- Problems for Solution: E731-E735 (1946) (0)
- Problems for Solution: 4040-4044 (1942) (0)
- Problems for Solution: E457-E460 (1941) (0)
- Statistical Methods for Natural Scientists, Medical Research Workers, and Engineers. (1946) (0)
- At What Level of Rigor Should Advanced Calculus for Undergraduates Be Taught (1940) (0)
- Nomography-Probability-Complex Functions. (1945) (0)
- [Correction: "The Relation of Control Charts to Analysis of Variance and Chi-Square Tests] (1947) (0)
- The Analysis of Variance. (1959) (0)
- Problems for Solution: E721-E725 (1946) (0)
- Problems for Solution: E491-E496 (1941) (0)
- Regression Analysis.@@@The Analysis of Variance.@@@An Introduction to Multivariate Analysis. (1961) (0)
- Some Problems Connected with the S-Method of Multiple Comparison, (1974) (0)
- Problems for Solution: E847, E856-E860 (1949) (0)
- Theoretical Backgrounds of the Statistical Methods. Basic Concepts of Probability and Statistics. (1951) (0)
- Problems for Solution: 4166-4170 (1945) (0)
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