Theorie der partiallen Differentialgleichungen : lecture notes, Winter semester, 1900-1901 / Prof. Hilbert.

ArchivalResource

Theorie der partiallen Differentialgleichungen : lecture notes, Winter semester, 1900-1901 / Prof. Hilbert.

Manuscript transcription (lithographic reproduction?) of lecture notes taken during mathematician David Hilbert's course on partial differential equations at the University of Gö̈̈ttingen during the Winter semester, 1900-1901. C.A. Noble stamped in gold on the spine and inscribed on the title page. Manuscript annotations in blue and lead pencil throughout. Pages [332-333] contain notes and comments in English. Two ms. half-sheets laid in: notes and diagrams, in English, on integral surfaces, by C.A Noble(?).

1 v. ([333] leaves) ; 26 cm.

eng,

ger,

Information

SNAC Resource ID: 7975084

University of Michigan

Related Entities

There are 2 Entities related to this resource.

Noble, C. A. (Charles Albert), 1867-

http://n2t.net/ark:/99166/w6xs7bcv (person)

Charles Albert Noble, 1867-1962, served as a Professor in the Dept. of Mathematics at the University of California from 1897-1937. He published mathematical papers on boundary values, differential equations, and the curve of concentration of a liquid solution, and also published widely on the teaching of mathematics in secondary schools, and the training of teachers of mathematics in California, Germany, France, and England. He was a founding member of the Kosmos Club, and a charter member of th...

Hilbert, David, 1862-1943

http://n2t.net/ark:/99166/w6hd7xmh (person)

German mathematician and professor, who discovered or developed a broad range of fundamental ideas in many areas of mathematics, including invariant theory and the axiomatization of geometry. He also formulated the theory of "Hilbert spaces," one of the foundations of functional analysis. He is also one of the founders of proof theory. For many years, he held a position at the Mathematical Institute at the University of Göttingen. From the description of Vorlesungen über die Funkti...