Vorlesungen über bestimmte integrale und die Fourierschen reihen /

Computer-scanned reproduction using Xerox software and equipment.

G. Lejeune-Dirichlets Vorlesungen über die Lehre von den Einfachen und Mehrfachen bestimmten Integralen.

Available on demand as hard copy or computer file from Cornell University Library.

Vorlesungen über die Theorie der bestimmten Integrale zwischen reellen Grenzen mit vorzüglicher Berücksichtigung der von P. Gustav Lejeune-Dirichlet in Sommer 1858 gehaltenen Vorträge über bestimmte Integrale.

Available on demand as hard copy or computer file from Cornell University Library.

Réduction des intégrales définies générales. [Integral sign][̳infinity symbol] F(x)cos. pxdx/q²+x², [integral sign][̳infinity symbol] F(x)sin. pxdx/q²+x², et application de ces formules au cas, que F(x) a un facteur de la fornie sin. a̳x ou cos. a̳x.

Available on demand as hard copy or computer file from Cornell University Library.

Lezioni sulla teoria delle funzioni di varibile complessa e delle funzioni ellittiche.

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Ueber die Darstellung der Kummer'schen Fläche durch hyperelliptische Functionen ...

"Separat-abdruck aus: Nova acta der Kaiserl. Leop.-Carol. deutschen Akademie der Naturforscher, Bd. 50. [1887]"

Funktionentheoretische Vorlesungen.

Each volume has also individual t.-p.

A course in mathematical analysis.

An unabridged and unaltered republication of the Hedrick-Dunkel translation (v. 1-2); v. 3. newly translated by Howard G. Bergmann.

Das Integral und seine geometrischen Anwendungen.

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Een aanhangsel tot de tafels van onbepaalde integralen.

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Elliptische funktionen,

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Ausgewählte kapitel der zahlentheorie...

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Encyclopaedia of pure mathematics.

Articles reprinted from Encyclopaedia metropolitana.

Zur Geschichte der Theorie der elliptischen Transcendenten in 1826-29.

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Nuove formole d'integrazione; integrazione per inversione di variabile; soluzionario contenente il calcolo coi metodi ordinari dell'integrale delle funzioni di una variabile occorrenti nella pratica.

Available on demand as hard copy or computer file from Cornell University Library.