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Fuchs, Immanuel Lazarus, 1833-1902 NUKAT Center of Warsaw University Library Sudoc [ABES], France National Library of France

Fuchs, Lazarus 1833-1902 German National Library ISNI-test

Fuchs, L. (Lazarus), 1833-1902 National Library of Israel Library of Congress/NACO

Fuchs, Lazarus (Immanuel Lazarus), 1833-1902 National Library of the Netherlands-test

פוכס, לזרוס עמנואל, 1833-1902 National Library of Israel

Fuchs, Laz Wikipedia (en)

VIAF ID: 29616322 (Personal)

Permalink: http://viaf.org/viaf/29616322

ISNI-test: 0000  0001  0883  557X 

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Title Sources
Charles Hermite (geb. 24. December 1822 in Diene (Lorraine), gest. 14. Januar 1901 in Paris) Sudoc [ABES], France
A collection of modern mathematical classics analysis Sudoc [ABES], France
Crelle's journal Library of Congress/NACO
Dizionario biografico universale National Library of France
Electronic reproduction/De superficierum lineis curvaturæ, 1858: National Library of Israel Sudoc [ABES], France Library of Congress/NACO
G. Lejeune Dirichlet's werke NUKAT Center of Warsaw University Library Library of Congress/NACO German National Library National Library of the Netherlands-test Sudoc [ABES], France National Library of France
Gedächtnisrede auf Immanuel Lazarus Fuchs. - German National Library
Gesammelte mathematische werke National Library of the Netherlands-test Wikipedia (en) Sudoc [ABES], France Library of Congress/NACO German National Library
Journal für die reine und angewandte Mathematik. Library of Congress/NACO
Oeuvres choisies National Library of France
Über das Verhältniss der exacten Naturwissenschaft zur Praxis / von Immanuel Lazarus Fuchs, 1899 National Library of the Netherlands-test Sudoc [ABES], France National Library of France Library of Congress/NACO
Über einige Thatsachen in der mathematischen Forschung des neunzehnten Jahrhundert : Rede National Library of the Netherlands-test German National Library
über funktionen zweier variabeln, welche durch umkehrung der integrale zweier gegebener funktionen entstehen Wikipedia (en) German National Library
Ueber die Werthe, welche die Integrale einer Differentialgleichung erster Ordnung in singulären Punkten annehmen können Sudoc [ABES], France
zur theorie der linearen differentialgleichungen Wikipedia (en)

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