Louis François Antoine Arbogast (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Louis François Antoine Arbogast" in English language version.

refsWebsite

Global rank English rank

3^rd place

2^nd place

1,923^rd place

1,068^th place

515^th place

1,261^st place

low place

6^th place

489^th place

377^th place

26^th place

20^th place

451^st place

277^th place

ams.org

According to the accurate analysis of Craik (2005). Craik, Alex D. D. (February 2005), "Prehistory of Faà di Bruno's Formula", American Mathematical Monthly, 112 (2): 217–234, doi:10.2307/30037410, JSTOR 30037410, MR 2121322, Zbl 1088.01008.

The secondary literature leaves some uncertainty on the death date: some sources report 8 April instead of 18 April. It is possible that in reference Rouse Ball 1960, p. 330 the 1 has been lost as a result of a typographical error: however, the version given by the MacTutor History of Mathematics archive is believed to be the correct one. In fact, the confusion may come from the fact that his death was registered, in the Republican calendar, as 18 Germinal Year XI, which translates to 8 April 1803. See his death certificate in the Archives du Bas-Rhin, document 1273 [1]^{[permanent dead link‍]} Rouse Ball, W. W. (1960) [1908], A Short Account of the History of Mathematics (4th ed.), New York: Dover Publications, pp. xxiv+522, ISBN 0-486-20630-0, JFM 20.0001.01 (Review of the first edition), available from Project Gutenberg.

The secondary literature leaves some uncertainty on the death date: some sources report 8 April instead of 18 April. It is possible that in reference Rouse Ball 1960, p. 330 the 1 has been lost as a result of a typographical error: however, the version given by the MacTutor History of Mathematics archive is believed to be the correct one. In fact, the confusion may come from the fact that his death was registered, in the Republican calendar, as 18 Germinal Year XI, which translates to 8 April 1803. See his death certificate in the Archives du Bas-Rhin, document 1273 [1]^{[permanent dead link‍]} Rouse Ball, W. W. (1960) [1908], A Short Account of the History of Mathematics (4th ed.), New York: Dover Publications, pp. xxiv+522, ISBN 0-486-20630-0, JFM 20.0001.01 (Review of the first edition), available from Project Gutenberg.

See reference Arbogast 1800. Arbogast, L. F. A. (1800), Du calcul des derivations (in French), Strasbourg: Levrault, pp. xxiii+404, Entirely freely available from Google books.
Precisely the paper Faà di Bruno 1855. Faà di Bruno, F. (1855), "Sullo sviluppo delle funzioni (On the development of the functions)", Annali di Scienze Matematiche e Fisiche (Annals of Mathematics and Physics) (in Italian), 6: 479–480. A well-known paper where Francesco Faà di Bruno presents the two versions of the formula that now bears his name, published in the journal founded by Barnaba Tortolini.
See Michaud & Michaud (1811, p. 362): according to this source, he submitted his memoir in 1792. Michaud, Joseph Fr.; Michaud, Louis Gabriel, eds. (1811), "Arbogast (Luis-François-Antoine)", Biographie universelle, ancienne et moderne; ou, Histoire, par ordre alphabétique: de la vie publique et privée de tous les hommes qui se sont fait remarquer par leurs écrits, leurs actions, leurs talents, leurs vertus ou leurs crimes. (in French), vol. Tome Deuxieme, Paris: Chez Michaud Frères, pp. 361–362. Maybe the earliest biography of Arbogast, printed only few years after his death. Entirely freely available from Google books.

According to Taton (1970, p. 259), which mention the mathematician and a few of his achievements while describing the history of scientific relationships between France and Russia. Taton, René (1970), "Sur l'histoire des relations scientifiques franco-russes", Revue d'histoire des sciences et de leurs applications (in French), 23 (3): 257–264, doi:10.3406/rhs.1970.3145 Available from Persee.
According to the accurate analysis of Craik (2005). Craik, Alex D. D. (February 2005), "Prehistory of Faà di Bruno's Formula", American Mathematical Monthly, 112 (2): 217–234, doi:10.2307/30037410, JSTOR 30037410, MR 2121322, Zbl 1088.01008.

According to the accurate analysis of Craik (2005). Craik, Alex D. D. (February 2005), "Prehistory of Faà di Bruno's Formula", American Mathematical Monthly, 112 (2): 217–234, doi:10.2307/30037410, JSTOR 30037410, MR 2121322, Zbl 1088.01008.

According to Taton (1970, p. 259), which mention the mathematician and a few of his achievements while describing the history of scientific relationships between France and Russia. Taton, René (1970), "Sur l'histoire des relations scientifiques franco-russes", Revue d'histoire des sciences et de leurs applications (in French), 23 (3): 257–264, doi:10.3406/rhs.1970.3145 Available from Persee.

The secondary literature leaves some uncertainty on the death date: some sources report 8 April instead of 18 April. It is possible that in reference Rouse Ball 1960, p. 330 the 1 has been lost as a result of a typographical error: however, the version given by the MacTutor History of Mathematics archive is believed to be the correct one. In fact, the confusion may come from the fact that his death was registered, in the Republican calendar, as 18 Germinal Year XI, which translates to 8 April 1803. See his death certificate in the Archives du Bas-Rhin, document 1273 [1]^{[permanent dead link‍]} Rouse Ball, W. W. (1960) [1908], A Short Account of the History of Mathematics (4th ed.), New York: Dover Publications, pp. xxiv+522, ISBN 0-486-20630-0, JFM 20.0001.01 (Review of the first edition), available from Project Gutenberg.
According to the accurate analysis of Craik (2005). Craik, Alex D. D. (February 2005), "Prehistory of Faà di Bruno's Formula", American Mathematical Monthly, 112 (2): 217–234, doi:10.2307/30037410, JSTOR 30037410, MR 2121322, Zbl 1088.01008.