Book recommendation & reference request: Old analysis books I am looking for old analysis books. By old I mean very old, like very early 20th century and before (yes, eighteenth century counts).
It is indifferent to me if it has exercises or not.
I only ask for a good coverage of the most important topics we study today and a good emphasis on infinite series.
Also, I have a preference for books written originally in Latin or English (German is ok, but less desired).
Thank you. I hope it is not asking too much.
 A: Here are some fundamental books written in French. You can have electronic access to many of them through "gallica". Like you, I am interested by these old books (and have purchased some of them).

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*A. Cauchy: "Cours d'Analyse" (already mentionned by Favst)


*in the same vein, different lectures given at "Ecole Polytechnique" that were lithographed (in order that each student has his own copy of the lecture notes). Those of


*C. Hermite: (1873) "Cours d'Analyse"


*C. Jordan (1882) same title (recently re-edited https://www.cambridge.org/core/books/cours-danalyse-de-lecole-polytechnique/0A83F049A98167EFA3C41DE1CDD03F05) and


*J. Hadamard (1912) same title


*E. Bezout: "Cours de mathématiques, à l'usage de la marine et de l'artillerie" (edition 1798, first edition around 1775) https://gallica.bnf.fr/ark:/12148/bpt6k6212877w/f8.image.texteImage


*Abbé C. Bossut: "Cours de mathématiques" (1781).


*M. Chasles: "Aperçu historique sur l'origine et le développement des méthodes en géométrie" (1837)


*P. S. Laplace: "Traité analytique des probabilités" (1812)


*Marquis de l'Hôpital: "l'analyse des infiniments petits pour l'intelligence des lignes courbes" (1696)


*J. Ozanam: "Dictionnaire de mathématiques" (1691)


*Descartes: "La géométrie" (1637)
(very good analysis of this fundamental book here) which encompasses in fact all the premisces of what will become "Analysis" a century or so later.
(List to be extended)
