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         Koebe Paul:     more detail

1. 1998-2004 Sommerfeld-Projekt. Ausgelesen Am 07. M Rz 2004
Arnold Sommerfeld an Paul Koebe, 5. April 1938 Archiv M nchen, DM (Archiv NL 89, 015)
http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

2. Koebe Portrait
Portrait of Paul Koebe
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3. References For Koebe
References for the biography of Paul Koebe
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4. Koebe
Biography of Paul Koebe (18821945)
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5. Mathematik/Informatik-Bibliothek Heidelberg Sonderdrucke Staeckel
75 Knoblauch Oskar + J. 17 76 Knopp Konrad 9 77 koebe paul 30 78 Kohn Gustav 7 79 K nig Robert 14 80 K nigsberger Leo I 26
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6. Here Are The Names Currently [April 1999] In The Index At
Ercegovac, Milos D. Erd elyi, Arthur Erd"os, Paul Erd"s, Paul Erdelyi, Arthur Erd s Paul Erd s, Paul Erdos, P. Erdos, Paul Eremin, Eugene K
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7. Circle Packing A Mathematical Tale, Volume 50, Number 11
and some years later Reiner Kuhnau pointed out a 1936 proof by P. Koebe, so I refer to it here as the KA-T (Koebe- Andreev-Thurston) Theorem.
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8. Biography Of Koebe, Paul
Biography of Koebe, Paul
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9. History Of Mathematics Chronology Of Mathematicians
Guidobaldo del Monte (15451607) *SB *W Paul Wittich (c. 1546-1586) *W Thomas Digges (c. 1546-1595) *SB *MT *W Tycho Brahe (1546-1601)
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10. Biography-center - Letter K
Koebe, Paul wwwhistory.mcs.st-and.ac.uk/~history/M. ..
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11. Koebe
Biography of paul koebe (18821945) paul koebe s father was Hermann koebeand his mother was Emma Kramer. Hermann koebe owned a factory and was able to
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Koebe.html
Paul Koebe
Born: 15 Feb 1882 in Luckenwalde, Germany
Died: 6 Aug 1945 in Leipzig, Germany
Click the picture above
to see four larger pictures Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index
Version for printing
Paul Koebe 's father was Hermann Koebe and his mother was Emma Kramer. Hermann Koebe owned a factory and was able to give his son a good education. Koebe attended a realgymnasium in Berlin. He entered this school in 1891 and there he studied religion, Latin and modern languages, history and geography, and mathematics and science. The course, which was based more on practical applications than that of the more academic gymnasium, still qualified Koebe to enter university. He studied first at Kiel University which he entered in 1900 but after one semester he moved to Berlin University where he was to study for five years. At Berlin his thesis was directed by Herman Schwarz and his additional examiner for the oral on his thesis was Friedrich Schottky Koebe was appointed to Leipzig University in 1910 as an extraordinary professor of mathematics. He became an ordinary professor in 1914 when he accepted a position at Jena university. He returned to Leipzig, this time as an ordinary professor, in 1926.

12. Koebe Portraits
Portraits of paul koebe. The URL of this page is, © Copyright information.http//wwwhistory.mcs.st-andrews.ac.uk/history/PictDisplay/koebe.html.
http://www-groups.dcs.st-and.ac.uk/~history/PictDisplay/Koebe.html
Paul Koebe
JOC/EFR August 2005 The URL of this page is:
http://www-history.mcs.st-andrews.ac.uk/history/PictDisplay/Koebe.html

13. The Mathematics Genealogy Project - Paul Koebe
According to our current online database, paul koebe has 7 students and 114descendants. We welcome any additional information.
http://www.genealogy.math.ndsu.nodak.edu/html/id.phtml?id=19497

14. The Mathematics Genealogy Project - Update Data For Paul Koebe
If you have Mathematics Subject Classifications to submit for an entire group ofindividuals (for instance all those that worked under a particular advisor)
http://www.genealogy.math.ndsu.nodak.edu/html/php/submit-update.php?id=19497

15. Biography-center - Letter K
koebe, paul wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/koebe.html;Koenigs, Gabriel www-history.mcs.st-and. ac.uk/~history/Mathematicians/Koenigs.
http://www.biography-center.com/k.html
Visit a
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K
403 biographies
  • K hayyam, Omar
    www-history.mcs.st-and.ac.uk/~history/Mathematicians/Khayy am.html
  • K lee, Paul
    www.spartacus.schoolnet.co.uk/ARTklee.htm
  • K nopp, Konrad
    www-history.mcs.st-and.ac.uk/~history/Mathematicians/Knopp .html
  • K oss, Johann Olav
    www.olympic.org/uk/athletes/heroes/bio_uk.asp?PAR_I_ID=74776
  • www-history.mcs.st-and.ac.uk/~history/M athematicians/Konig_Julius.html
  • www-history.mcs.st-and.ac.uk/~history/Mathematicians/Konig_Samuel.h tml
  • www -history.mcs.st-and.ac.uk/~history/Mathematicians/Konigsberger.html
  • www-history.mcs. st-and.ac.uk/~history/Mathematicians/Kurschak.html
  • Kabir, www.geocities.com /athens/8107/bios1.html#kabir
  • Kac, Mark www-history.mcs.st-and.ac.uk/~history/Mathematicians/Kac.html
  • Kaestner, Abraham

16. Mathematical Family Tree - L.W. Marcoux
Fejér, Leopold 1902; Fuchs, Richard 1897; koebe, paul 1905; Lichtenstein,Leon 1909; Meyer, Hans 1879. Weierstraß, Karl TW, Ph.D. 1854 Honourary
http://www.math.uwaterloo.ca/~lwmarcou/FamilyTree.html
Mathematical Family Tree
  • Marcoux, Laurent W. , Ph.D. [1988] University of Waterloo
    On the distance between unitary orbits of weighted shifts
    • [1998] University of Alberta
      Closures of (U+K)-orbits of essentially normal models
  • Davidson, Kenneth R. , Ph.D. [1976] University of California, Berkeley
    Compact perturbations of operator algebras
    • Huang, Houben [1993]
    • Kribs, David [2000]
    • Marcoux, Laurent [1988]
  • Arveson, William B. , Ph.D. [1964] University of California, Los Angeles
    Prediction theory and group representations
    • Alveras, Alexander [1995]
    • Andersen, Neils [1979]
    • Aotani, Masayasu [1996]
    • Baker, Richard [1987]
    • Bleecker, Cecelia [1976]
    • Davidson, Kenneth R. [1976]
    • Dinh, Hung [1989]
    • Fall, Thomas [1977]
    • Fowler, Neal [1993]
    • Kraus, Jon [1977]
    • Laca, Marcelo [1989]
    • Lamoureux, Michael [1988]
    • Larson, David [1976]
    • Loebl, Richard [1973]
    • O'Donovan, Donal [1973]
    • Pai, Chikaung [1988]
    • Pitts, David [1986]
    • SeLegue, Dylan [1997]
    • Semwogerere, Frederick [1994]
    • Shaio, Jack [1985]

17. Gallery Of Complex Analysts
paul koebe (18821945), Arnaud Denjoy (1884-1974), John Edensor Littlewood (1885-1977).Wilhelm Blaschke (1885-1962), Marcel Riesz
http://www.math.sunysb.edu/~zakeri/mat542/men/mca.html
This is a gallery of the most influential figures in the history of complex analysis. Help me out with the missing names or pictures!
Simeon Denis Poisson
Augustin-Louis Cauchy
Peter Gustav Lejeune Dirichlet
Joseph Liouville
Pierre Alphonse Laurent
Karl Theodor Wilhelm Weierstrass
Victor Alexandre Puiseux
Georg Friedrich Bernhard Riemann
Eughne Rouche
Lazarus Immanuel Fuchs
Felice Casorati Marie Ennemond Camille Jordan Karl Herman Amandus Schwarz Magnus Gosta Mittag-Leffler Felix Christian Klein Friedrich Hermann Schottky Carl Gustav Axel Harnack Jules Henri Poincare Giacinto Morera Charles Emile Picard Carle David Tolme Runge Edouard Jean-Baptiste Goursat Adolf Hurwitz Johan Ludwig William Valdemar Jensen Lars Edvard Phragmen Jacques Salomon Hadamard Ernst Leonard Lindelof Constantin Caratheodory Paul Antoine Aristide Montel Godfrey Harold Hardy Pierre Joseph Louis Fatou Frigyes Riesz Oskar Perron Paul Koebe Arnaud Denjoy John Edensor Littlewood Wilhelm Blaschke Marcel Riesz Ludwig Bieberbach George Polya Ivan Ivanovich Privalov Dmitrii Evgenevich Menshov Gaston Maurice Julia Karl Loewner Alexander Markowich Ostrowski Andre Bloch Stefan Bergman Tibor Rado Rolf Herman Nevanlinna Mikhail Alekseevich Lavrentev Henri Paul Cartan Arne Beurling Lars Ahlfors Paul Julius Oswald Teichmuller Lipman Bers Lennart Carleson

18. Building Convex Polytopes
way to construct such a polytope is to use the following theorem of paul koebe, koebe s Theorem Any planar graph is the contact graph of a set of
http://compgeom.cs.uiuc.edu/~jeffe/open/makepoly.html
Building convex polytopes
Erik Demaine and others]
convex hull problem. By projective duality, we can also reconstruct the polytope from the plane equations of its facets and one interior point, or equivalently, from a list of halfspaces whose intersection is the polytope.
Nets ("unfoldings")
A polyhedral metric on the sphere assigns to each point a neighborhood that is either isometric to an open planar disk, except for a finite number of points whose neighborhoods are isometric to the apex of a cone. If the complete angle around every cone point is at most 2 pi , the metric is said to be convex pi . This glued simple polygon is called a net
A net for the cube. Aleksandrov's Theorem: Any convex polyhedral metric can be realized by a unique convex polytope (up to congruence). For any convex polytope, we can define a net by "unfolding" it into the plane. It is open whether every polytope can be unfolded into a simple net, that is, one that does not overlap itself, by cutting along edges any net is an unfolding of a unique convex polytope (up to congruence). This actually requires solving two separate subproblems. The first is to find the preimages of the polytope edges on the polygon; this is usually called the

19. Jakob Nielsen Papers
Box 61 koebe, paul 10 reprints. Lefschetz, Salomon 25 reprints and a 2 pagestyped manuscript by Lefschetz titled Locally Connected Sets and their
http://www.math.ku.dk/arkivet/jnielsen/jnpapers.htm
THE ARCHIVE INSTITUTE FOR MATHEMATICAL SCIENCES
THE UNIVERSITY OF COPENHAGEN The homepage of the archive List of collections
Jakob Nielsen papers
General, short description of the collection
A short description:
This collection of Jakob Nielsen papers consists mainly of reprints, which Nielsen has received from other scientists and sorted by authors. In addition to the reprints there is other material from some of the persons, i.e. letters, manuscripts, applications for positions etc. All the material is from the period around 1890-1959 and the reprints are in many different languages. However, the additional material is mainly in Danish or German.
Size:
The collection is contained in 79 archival boxes of which the first 25 are standard boxes while the rest are Nielsen's original boxes.
Handed over:
The collection was located in the basement of the mathematical library in the E block of the H. C. Ørsted Institute in the fall of 1996. It is not known when and how it was put here. Photocopies of material from the Staatsarchiv Hamburg was added to box 10 in July 1999.

20. Jakob Nielsen Papirer
Box 61 koebe, paul 10 særtryk. Lefschetz, Salomon 25 særtryk og 2 sidersmaskinskrevet manuskript af Lefschetz med titlen Locally Connected Sets and
http://www.math.ku.dk/arkivet/jnielsen/jnarkiv.htm
ARKIVET INSTITUT FOR MATEMATISKE FAG
KØBENHAVNS UNIVERSITET Arkivets hjemmeside Samlingsoversigt
Jakob Nielsen papirer
Overordnet beskrivelse af samlingen
Kort beskrivelse:
Denne samling af Jakob Nielsens papirer består for størstedelen af særtryk, som Nielsen har modtaget fra andre videnskabsfolk og sorteret efter forfatter. Udover særtrykkene er der i forbindelse med nogle af personerne breve, manuskripter, ansøgninger og andet. Alt materiale er fra ca. 1890-1959 og på en lang række sprog hvad angår særtrykkene. Det øvrige materiale er dog fortrinsvis på dansk eller tysk.
Omfang:
Samlingen omfatter 79 arkivkasser, hvoraf de første 25 er almindelige arkivkasser og resten er Nielsens originale kasser.
Overdragelse:
Samlingen befandt sig i Matematisk biblioteks kælder i E-bygningen på H. C. Ørsted Institutet i efteråret 1996. Det vides ikke, hvornår eller hvordan den er kommet der. I juli 1999 blev der tilføjet fotokopier af materiale fra Staatsarchiv Hamburg til box 10
Klausuler:
Ingen.

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