Karl Pearson
Affiliations: | University College London, London, United Kingdom |
Area:
statisticsGoogle:
"Karl Pearson"Bio:
https://www.genealogy.math.ndsu.nodak.edu/id.php?id=30176
Mean distance: 18.8 (cluster 4) | S | N | B | C | P |
Cross-listing: PsychTree - MathTree
Children
Sign in to add trainee| Joseph Oscar Irwin | research assistant | (FlyTree) | |
| Frank Eugene Lutz | research assistant | 1902 | UCL (Evolution Tree) |
| William Palin Elderton | research assistant | 1903 | UCL (MathTree) |
| William Sealy Gosset | research assistant | 1906-1907 | UCL |
| Philip Hall | grad student | (MathTree) | |
| Harold J. Laski | grad student | UCL (Econometree) | |
| David Wechsler | grad student | UCL | |
| John Wishart | grad student | University College Cork (Physics Tree) | |
| Alexander Carr-Saunders | grad student | 1910 | University College London (Econometree) |
| Florence Nightingale David | grad student | 1938 | UCL |
| Nicholas Georgescu-Roegen | post-doc | 1930-1934 | UCL |
| Major Greenwood | research scientist | UCL | |
| Ebenezer Cunningham | research scientist | 1907-1911 | University College London (MathTree) |
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Publications
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| Watson DMS, Watson KM, Pearson HS, et al. (1919) On The Nest And Eggs Of The Common Tern (S. Fluviatilis). A Third Cooperative Study Biometrika. 15: 294-345 |
| Pearson K. (1909) The Theory of Ancestral Contributions in Heredity Proceedings of the Royal Society B: Biological Sciences. 81: 219-224 |
| Pearson K. (1903) Mathematical Contributions to the Theory of Evolution. XI. On the Influence of Natural Selection on the Variability and Correlation of Organs Philosophical Transactions - Royal Society. Mathematical, Physical and Engineering Sciences. 200: 1-66 |
| Pearson K, Filon LNG. (1898) Mathematical Contributions to the Theory of Evolution. IV. On the Probable Errors of Frequency Constants and on the Influence of Random Selection on Variation and Correlation Philosophical Transactions of the Royal Society A. 191: 229-311 |
| Pearson K, Galton F. (1896) IV.—“Contributions to the Mathematical Theory of Evolution. Note on Reproductive Selection Journal of the Royal Statistical Society. 59: 398-402 |