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Book Details
Table of Contents
v. 1. Derivatives and differentials. Definite integrals. Expansion in series. Applications to geometry. Translated by E.R. Hedrick.
v. 2, pt. 1. Functions of a complex variable, translated by E.R. Hedrick and O. Dunkel.
v. 2, pt. 2. Differential equations, translated by E.R. Hedrick and O. Dunkel.
v. 3, pt. 1. Variation of solutions. Partial differential equations of the second order. Translated by H.G. Bergmann.
v. 3, pt. 2. Integral equations. Calculus of variations. Translated by H.G. Bergmann.
Edition Notes
An unabridged and unaltered republication of a translation,
v. 1 of which was published in French, 1902;
v. 2 is from the 2d French ed., 1910-1915;
v. 3 is from the 5th French ed., 1956.
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Feedback?January 6, 2023 | Edited by ImportBot | import existing book |
February 14, 2020 | Edited by MARC Bot | remove fake subjects |
April 16, 2017 | Edited by Mek | adding subjects: Textbooks, Mathematics textbooks, Calculus textbooks |
January 15, 2016 | Edited by khier | Added new cover |
December 9, 2009 | Created by WorkBot | add works page |