David Hilbert

Affiliations: 
Georg-August-Universität Göttingen, Göttingen, Niedersachsen, Germany 
Area:
Mathematics
Website:
http://en.wikipedia.org/wiki/David_Hilbert
Google:
"David Hilbert"
Bio:

(1862 – 1943)
Freudenthal, Hans, „Hilbert, David“, in: Neue Deutsche Biographie 9 (1972), S. 115-117 [Onlinefassung]
http://www-history.mcs.st-and.ac.uk/Mathematicians/Hilbert.html
Hilbert, David: Über die invarianten Eigenschaften spezieller binärer Formen, insbesondere der Kugelfunktionen, Inaug.-Diss., Königsberg, 1885

Mean distance: 9.32 (cluster 12)
 
SNBCP
Cross-listing: MathTree - Evolution Tree

Parents

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C. L. Ferdinand Lindemann grad student 1885 Albertus-Universität Königsberg
 (Über die invarianten Eigenschaften spezieller binärer Formen, insbesondere der Kugelfunktionen)

Children

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Edward Kasner grad student 1899 Columbia (MathTree)
Max Wilhelm Dehn grad student 1900 Universität Göttingen (MathTree)
Georg Karl Wilhelm Hamel grad student 1901 Universität Göttingen (MathTree)
Oliver D. Kellogg grad student 1902 Universität Göttingen (MathTree)
Charles Max Mason grad student 1903 Universität Göttingen
Teiji Takagi grad student 1903 Tokyo Imperial University (MathTree)
Erhard Schmidt grad student 1905 Universität Göttingen (Evolution Tree)
Max Born grad student 1906 Universität Göttingen
Hermann Claus Hugo Weyl grad student 1908 Universität Göttingen (MathTree)
Alfred Haar grad student 1909 Universität Göttingen (MathTree)
Richard Courant grad student 1910 Universität Göttingen
Erich Hecke grad student 1910 Universität Göttingen (MathTree)
Ludwig Föppl grad student 1912 Universität Göttingen
Norbert Wiener post-doc Universität Göttingen (Neurotree)
Werner Heisenberg post-doc 1923 Universität Göttingen
Bartel L. van der Waerden post-doc 1927 Universität Göttingen (MathTree)
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Publications

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Courant R, Hilbert D. (2008) Methods of Mathematical Physics Methods of Mathematical Physics. 2: 1-830
Courant R, Hilbert D, Harris JD. (1963) Methods of Mathematical Physics, Volume II: Partial Differential Equations American Journal of Physics. 31: 221
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