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Annals of Science Volume 39, 1982 - Issue 1
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Alexis Fontaine's integration of ordinary differential equations and the origins of the calculus of several variables

John L. Greenberg Robert A. Milikan Memorial Library, Caltech 1-32, Pasadena, California, 91125, U.S.A.
Pages 1-36 | Received 20 Mar 1981, Published online: 23 Aug 2006

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Read on this site (2)

Aaron E. Leanhardt & Adam E. Parker. (2017) Fontaine’s Forgotten Method for Inexact Differential Equations. Mathematics Magazine 90:3, pages 208-219.
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. (1984) Essay review. Annals of Science 41:2, pages 171-177.
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Articles from other publishers (6)

Enrique Mateus-Nieves. (2021) Epistemología de la integral como fundamento del cálculo integral. Bolema: Boletim de Educação Matemática 35:71, pages 1593-1615.
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Enrique Mateus-Nieves & Vicenç Font Moll. (2021) Epistemic Complexity of the Mathematical Object “Integral”. Mathematics 9:19, pages 2453.
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Niccolò Guicciardini. (2007) La época del punto: El legado matemático de Newton en el siglo XVIII. Estudios de Filosofía:35, pages 67-109.
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Elizabeth GarberElizabeth Garber. 1999. The Language of Physics. The Language of Physics 31 62 .
L. Feigenbaum. (1985) Brook Taylor and the method of increments. Archive for History of Exact Sciences 34:1-2, pages 1-140.
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John L Greenberg. (1984) Alexis Fontaine's route to the calculus of several variables. Historia Mathematica 11:1, pages 22-38.
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