Florence Nightingale David

Florence Nightingale David, also known as F. N. David (23 August 1909 – 23 July 1993) was an English statistician, born in Ivington, Herefordshire, England. She was head of the Statistics Department at the University of California, Riverside in 1970.

Florence Nightingale David
Born(1909-08-23)23 August 1909
Ivington, Herefordshire, England
Died23 July 1993(1993-07-23) (aged 83)
Alma materBedford College, London
AwardsElizabeth L. Scott award
Scientific career
FieldsStatistics
Doctoral advisorKarl Pearson
Doctoral studentsGwilym Jenkins
Colin Mallows

Early life and education

David was named after Florence Nightingale, who was a friend of her parents.

David was tutored privately by a local parson, beginning at age five.[1] By that age she already knew some arithmetic, so she began with algebra. Since David already knew English, the parson taught her Latin and Greek.[1] At the age of ten, she entered to formal schooling at Colyton Grammar School. She studied mainly mathematics for three years, with the aim of becoming an actuary, but at that time the actuarial firms only accepted men. She earned a degree in Mathematics from Bedford College for Women in 1931.

David received a scholarship and continued her studies with Karl Pearson at University College, London, as his research assistant. When Pearson retired, his son Egon, and R. A. Fisher, took over Karl's duties. After Karl Pearson died in 1934, David returned to the Biometrics laboratory to work with Jerzy Neyman, submitting her four most recently published papers as her PhD thesis, and earned a doctorate in 1938.

Career

Working for Karl Pearson, F. N. David computed solutions to complicated multiple integrals, and the distribution of the correlation coefficients. As a result, her first book was released in 1938, called Tables of the Correlation Coefficient.[2] All the calculations were done on a hand-cranked mechanical calculator known as a Brunsviga.

During World War II, David worked for the Ministry of Home Security. In late 1939 when war had started but England had not yet been attacked, she created statistical models to predict the possible consequences of bombs exploding in high density populations such as the big cities of England and especially London. From these models, she determined estimates of harm to humans and damage to non-humans. This included the possible numbers living and dead, the reactions to fires and damaged buildings as well as damages to communications, utilities such as phones, water, gas, electricity and sewers. As a result, when the Germans bombed London in 1940 and 1941, vital services were kept going and her models were updated and modified with the evidence from the real harms and real damage.

After World War II she returned to University College in London and became a Professor in 1962. In 1968 she moved to California and became a Professor, and in 1970 the Chair, in the Department of Statistics at the University of California, Riverside, and was the book review editor for the journal Biometrics for four years.[3]

By 1977 she had retired but moved to the University of California, Berkeley where she continued to teach and do research in Biostatistics.

David died in 1995.[1]

Awards and recognition

In 1954 she was elected as a Fellow of the American Statistical Association.[4] She was also a Fellow of the Institute of Mathematical Statistics.[5]

In conjunction with other numerous academic honours, in 1992 David won the first Elizabeth L. Scott Award [6] "...for her efforts in opening the door to women in statistics; for contributions to the professions over many years; for contributions to education, science, and public service; for research contributions to combinatorics, statistical methods, applications and understanding history; and her spirit as a lecturer and as a role model.".[7] The University named a library for her, and in 2001 established the Florence Nightingale David Award.[8]

Contributions

David's research resulted in advances in combinatorics, including a clear exposition of complicated methods. She studied the Correlation coefficient, and computed solutions of complicated multiple integrals, using the distribution of the correlation coefficient.[1]

David investigated the origins and history of probability and statistical ideas. She wrote a book on history of probability, using problems thought of by famous mathematicians and scientists like Cardano and Galileo. It was called Games, Gods and Gambling: The Origins and History of Probability. She "speculat[ed] that gambling may be the first invention of human society. Her clue to this is the talus. This most common randomizer of ancient times is a predecessor of the die: the astragalus or talus is the 'knucklebone' or heel bone of a running animal. In creatures such as deer, horse, oxen, sheep and hartebeest this bone is so formed that when it is thrown to land on a level surface it can come to rest in only four ways. Well polished and often engraved examples are regularly found on the sites of ancient Egypt. Tomb illustrations and scoring boards make it virtually certain that these were used for gaming."[9]

Publications

David published ten books and more than 100 papers,[1] including:

  • 1938: Extension of the Markoff theorem on least squares[10]
  • 1948: (with N.L. Johnson) The probability integral transformation when parameters are estimated from the sample[11]
  • 1949: Probability theory of statistical methods[12]
  • 1951: Probability theory for statistical methods[13]
  • 1952: The truncated poisson[14]
  • 1953: A statistical primer[15]
  • 1954: (with P.G. Moore) Notes on contagious distributions in plant populations[16]
  • 1954: (with N.L. Johnson) Statistical Treatment of Censored Data Part I. Fundamental Formulae[17]
  • 1961: (with Evelyn Fix) Rank correlation and regression in a nonnormal surface[18]
  • 1961: (with Egon Sharpe Pearson) Elementary statistical exercises[19]
  • 1962: (with D.E. Barton) Combinatorial Chance ISBN 978-0-85264-057-9
  • 1962: Games, Gods and Gambling ISBN 978-0-85264-171-2.
  • 1966: Symmetric function and allied tables[20]
  • 1968: Normal centroids, medians and scores for ordinal data[21]
  • 1971: A first course in statistics[22]
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gollark: ++bee you
gollark: ++magic py import randombot.remove_command("deploy")@bot.command(rest_is_raw=True)async def bee(ctx, *, target): if random.randint(0, 7) == 3: await ctx.send("No. Protocol Ο†-73 initialized.") else: await ctx.send("🐝sed " + target.strip())
gollark: ++invite
gollark: ++remind 7mo initiate contingency for Ξ©-class event (again)

References
  1. David Salsburg (1 May 2002). The Lady Tasting Tea: How Statistics Revolutionized Science in the Twentieth Century. Henry Holt and Company. p. 152. ISBN 978-1-4668-0178-3.
  2. David, F N; David, F. N (1954). Tables of the correlation coefficient. Cambridge: Cambridge University Press. OCLC 762955592.
  3. Biometrics. 1993. p. 1291.
  4. View/Search Fellows of the ASA, accessed 2016-07-23.
  5. Honored Fellows, Institute of Mathematical Statistics, archived from the original on 2 March 2014, retrieved 24 November 2017
  6. Norman L. Johnson; Samuel Kotz (26 September 2011). Leading Personalities in Statistical Sciences: From the Seventeenth Century to the Present. John Wiley & Sons. pp. 92–. ISBN 978-1-118-15072-6.
  7. "F. N. David Wins First Elizabeth L. Scott Award", AWM Newsletter, May–June 1993, p.5
  8. Richard H. Williams (1 January 2006). Twelve British Statisticians. Bitingduck Press LLC. pp. 37–. ISBN 978-1-932482-44-7.
  9. Ian Hacking (1975) The Emergence of Probability, pages 1,2, Cambridge University Press ISBN 0-521-20460-7
  10. David, Florence Nightingale (1938). Extension of the Markoff theorem on least squares. OCLC 916280223.
  11. DAVID FN; JOHNSON NL (1948). "The probability integral transformation when parameters are estimated from the sample". Biometrika. 35 (1–2): 182–190. doi:10.1093/biomet/35.1-2.182. ISSN 0006-3444. OCLC 269105284.
  12. David, F. N (1949). Probability theory of statistical methods. Cambridge: University Press. OCLC 977940183.
  13. David, F. N (1951). Probability theory for statistical methods. Cambridge: The University Press. OCLC 493956612.
  14. David, F.N. "The truncated poisson". Biometrics. 8 (4): 275–285. doi:10.2307/3001863. JSTOR 3001863. OCLC 709927206.
  15. David, F. N (1953). A Statistical primer. London: Charles Griffin & Co. OCLC 802868602.
  16. DAVID, F. N; MOORE, P. G (1954). "Notes on Contagious Distributions in Plant Populations". Annabota Annals of Botany. 18 (69): 47–53. doi:10.1093/oxfordjournals.aob.a083381. ISSN 0305-7364. OCLC 5792881722.
  17. David, F. N; Johnson, N. L (1954). "Statistical Treatment of Censored Data Part I. Fundamental Formulae". Biometrika Biometrika. 41 (1–2): 228–240. ISSN 0006-3444. OCLC 5555803013.
  18. David, Florence Nightingale; Fix, Evelyn (0000 uuuu). Rank correlation and regression in a nonnormal surface. . - [Berkeley: University of California Press [S.D. OCLC 964202171. Check date values in: |date= (help)
  19. David, Florence Nightingale; Pearson, Egon Sharpe (1963). Elementary statistical exercises. Cambridge: University Press. OCLC 637181216.
  20. David, F. N (1966). Symmetric function and allied tables. Place of publication not identified: Cambridge University Press. OCLC 500462072.
  21. David, F. N (1968). Normal centroids, medians and scores for ordinal data. Cambridge: Cambridge University Press. OCLC 636367407.
  22. David, F. N (1971). A statistical primer.] A first course in statistics ... 2nd ed., revised and enlarged. London: Griffin. ISBN 9780852642061. OCLC 559285513.
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