1 Ð. Ð. Шейнин СÑаÑÑи по иÑÑоÑии ÑеоÑии ... - Sheynin, Oscar
1 Ð. Ð. Шейнин СÑаÑÑи по иÑÑоÑии ÑеоÑии ... - Sheynin, Oscar
1 Ð. Ð. Шейнин СÑаÑÑи по иÑÑоÑии ÑеоÑии ... - Sheynin, Oscar
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--- (1887), Généralisation du problème résolu par J. Bertrand. C. r., t. 105, p. 435.<br />
Bayes T. (1764 – 1765), An essay towards solving a problem in the doctrine of<br />
chances. First part reprinted: Biometrika, vol. 45, 1970, pp. 293 – 315 and E. S.<br />
Pearson & Kendall (1970, pp. 131 – 153). Second part: Phil. Trans. Roy. Soc., vol.<br />
54, pp. 296 – 325.<br />
Bortkiewicz L. von (1922), Die Variationsbreite beim Gausschen Fehlergesetz.<br />
Nord. stat. tidskr., t. 1, pp. 11 – 38, 193 – 220.<br />
--- (1930), Lexis und Dormoy. Nord. Stat. J., vol. 2, pp. 37 – 54.<br />
Chauvenet W. (1863), Manual of Spherical and Practical Astronomy, vols 1 – 2.<br />
New York, 1960.<br />
Condorcet M. J. A. N. Caritat de (1847), Eloge de Pascal. Oeuvr., t. 3. Stuttgart<br />
– Bad Cannstatt, 1968, pp. 567 – 634. Date of contribution not provided.<br />
Cournot A. A. (1838), Sur l’applications du calcul des chances à la statistique<br />
judiciaire. J. math. pures et appl., sér. 1, t. 3, pp. 257 – 334.<br />
Czuber E. (1903), Wahrscheinlichkeitsrechnung, Bd. 1. New York. 1968.<br />
Darboux G. (1902), Eloge historique de J. L. F. Bertrand [5, pp. VII – LI].<br />
--- (1916), Eloge historique d’Henri Poincaré. In Poincaré H. Oeuvr., t. 2, pp. VII<br />
– LXXI.<br />
De Moivre A. (1712), De mensura sortis or the measurement of chance. Intern.<br />
Stat. Rev., vol. 52, 1984, pp. 229 – 262.<br />
--- (1718), The Doctrine of Chances. London, 1738; 1756, reprint New York,<br />
1967.<br />
--- (1725), Annuities on Lives. In De Moivre (1756, pp. 261 – 328).<br />
--- (1733, in Latin), A method of approximating the sum of the binomial (a + b) n<br />
etc. Ibidem, pp. 243 – 254.<br />
Dormoy E. (1874), Théorie mathématique des assurances sur la vie. J. des<br />
actuares française, t. 3, pp. 283 – 299, 432 – 461.<br />
--- (1878), То же название, t. 1. Paris. Включает статью 1874 г.<br />
Dutka J. (1988), On the St. Petersburg paradox. AHES, vol. 39, pp. 13 – 39.<br />
Ellis R. L. (1850), Remarks on an alleged proof of the method of least squares.<br />
Phil. Mag., vol. 37. Also in author’s Math. and Other Writings. Cambridge, 1863,<br />
pp. 53 – 61.<br />
Freudenthal H. (1951), Das Petersburger Problem in Hinblick auf<br />
Grenzwertsätze der Wahrscheinlichkeitsrechnung. Math. Nachr., Bd. 4, pp. 184 –<br />
192.<br />
Gower B. (1982), Astronomy and probability: Forbes versus Michell etc. Annals<br />
of Sci., vol. 39, pp. 145 – 160.<br />
Guyou E. (1888), Note relative à l’expression de l’erreur probable d’une système<br />
d’obervations. C. r., t. 106, pp. 1282 – 1285.<br />
Hald A. (1990), History of Probability and Statistics and Their Applications<br />
before 1750. New York.<br />
--- (1998), History of Mathematical Statistics from 1750 to 1930. New York.<br />
Hamel J. (1984), Bessel. Leipzig.<br />
Helmert F. R. (1875), Über die Formeln für den Durchschnittsfehler. Astron.<br />
Nachr., Bd. 85, pp. 353 – 366.<br />
--- (1876), Genauigkeit der Formel von Peters. Ibidem, Bd. 88, pp. 113 – 132.<br />
Heyde C. C., Seneta E. (1977), I. J. Bienaymé. New York.<br />
Jorland G. (1987), The St. Petersburg paradox. In Probabilistic Revolution, vol.<br />
1. Cambridge (Mass.) – London, pp. 157 – 190.<br />
Kohli K. (1975), Spieldauer. In Bernoulli J. Werke, Bd. 3. Basel, pp. 403 – 455.<br />
Kotz S., Editor (1982 – 1989), Enc. of Statistical Sciences. Hobokan New Jersey,<br />
2006.<br />
Kruskal W. (1946), Helmert’s distribution. Amer. Math. Monthly, vol. 53, pp. 435<br />
– 438.<br />
Kruskal W., Tanur J. M., Editors (1978), Intern. Enc. of Statistics, vols 1 – 2.<br />
New York.<br />
Laplace P. S. (1812), Théorie analytique des probabilités, livre 2. OC, t. 7, No. 2.<br />
Paris, 1886, pp. 181 – 496.<br />
--- (1816), Supplément 1 to Laplace (1812). Ibidem, pp. 497 – 530.<br />
--- (1818), Supplément 2 to Laplace (1812). Ibidem, pp. 531 – 580.<br />
Le Cam L. (1986), The central limit theorem around 1935. Stat. Science, vol. 1,<br />
pp. 78 – 96.<br />
129