41. MAX PAYNE ZONE - Get Into The Payne! Translate this page lool - by Frodo arme naps die dehn link immer noch suchen-.- › . ABER EIGENTLICHTOTAL GRASS DENN ICH HAB JA max PAYNE1 NOCH!!! HAHAHAHAHAHA!!!!! http://maxpayne.gamigo.de/?zone=post.comment.php3&news_id=1435

42. The Dehn-Heegaard Enzyklopädie Article (1907). assistant. It was then arranged that I should write the article withthe young German mathematician max dehn, Dr. from Göttingen. http://www.imada.sdu.dk/~hjm/heegaard3.stor/node8.html

Next: Not quite turning astronomer. Up: Poul Heegaard Previous: The dissertation (1898). After his dissertation Heegaard taught for twelve years in a variety of naval and military academies in Copenhagen. Hours were long - eight hours a day, six days a week, typically. But Heegaard remembers this period fondly ``I was now on firm ground and could live happily and unaffected by whatever the coteries of mathematicians might be up to for a score of years. But, of course, there was extremely little time for advanced mathematical production.'' In spite of this, when he was asked to report on Analysis Situs in the , Heegaard accepted, and In the meantime, Dehn had become Privatdozent in Kiel, and in the summer of 1905 I went down there to work with him. I now initiated him into my viewpoints and he began to work on the general introduction, which he finished beautifully during the next winter.'' Here, Heegaard seems to think of Dehn as a junior author, but the official version, appearing in a footnote in the article itself, [ D+H1907 ], is different:

43. Suche Nach Personen Translate this page Defforges, G. (1852-1915) Defregger, Frau Zirmer Hof 1933 Degraff, RA Dehlinger,Walter Dehmel, Richard (1863-1920) dehn, max (1878-1952) Delbrück, max (1906 http://www.lrz-muenchen.de/~Sommerfeld/PersDat/D.html

Suche nach Personen A B C D ... Z D D'Arcais, Francesco (1849-1927) Daeves, Karl Heinz (*1893) Dahn, Felix (1834-1912) Dahnke, [1942 im REM] ... Institutionen

44. © 1998-2002 Sommerfeld-Projekt. Ausgelesen Am 29. Dezember 2002 Emil; dehn, max (1878-1952); Fuchs, Franz (1881-1971); Herglotz, Gustav http://www.lrz-muenchen.de/~Sommerfeld/BriefDat/00066.html

Arnold Sommerfeld an Wilhelm Wien, 15. Januar 1907 Archiv: (Archiv NL 56, 010) Stichworte Personen: Abraham, Max (1875-1922); Cohn, Emil (1854-1944); Cohn, [Frau Emil]; Dehn, Max (1878-1952); Fuchs, Franz (1881-1971); Herglotz, Gustav (1881-1953); Hessenberg, Gerhard (1874-1925); Liebmann, Heinrich (1874-1939); Lindemann, Ferdinand (1852-1939); Lorentz, Hendrik A. (1853-1928); Seeliger, Hugo (1849-1924); Weber, Eduard von (1870-1934); Zermelo, Ernst (1871-1953) Wissenschaft: Antisemitismus; Elektronentheorie; Mathematik; Maxwellsche Gleichungen; Spektrallinien Berufung Mathematik; Vorlesung Institution: Start Biographie Projekt Online-Suche

45. D-Dh of mathematics, 859 of purpose, 829 Deformable objects packing of, 988 Degrees ofunsolvability (arithmetic hierarchy), 1126, 1139 dehn, max W. (Germany, 1878 http://www.wolframscience.com/nksonline/index/d-dh.html

INDEX A B C D E F G H ... Z D-Dh Di-Dz D-Dh D0L systems see also Substitution systems, neighbor-independent D1L systems da Vinci, Leonardo (Italy, 1452-1519) and fluid turbulence, and geometrical rules, and math in science, and phyllotaxis, and rule-based pictures, and theory of lunes, Daedalus as designer of maze, Daisies phyllotaxis in, regular form of, Damping and attractors, of fluid perturbations, Dante Alighieri (Italy, 1265-1321) and rhyming schemes, Dappled patterns from 2D cellular automata, Darwin, Charles R. (England, 1809-1882) and Origin of Species, and origins of complexity, Darwinian evolution summary of relations to, see also Natural selection Data analysis of, artifacts in, information content of, recognizing meaning in, Data compression history of, lossy, practicalities of, two-dimensional, see also Compression Data Encryption Standard (DES) and history of CAs, as randomness generator, Data processing and history of computing

46. INDEX OF NAMES 18311916) and axioms for arithmetic, 1152 and categoricity of models, 1172 and primitiverecursion, 907 and real numbers, 1153 dehn, max W. (Germany, 1878-1952 http://www.wolframscience.com/nksonline/index/names/

INDEX OF NAMES A-E F-J K-O P-S T-Z A-E Ackermann, Wilhelm (Germany, 1896-1962) and Ackermann functions, Aiken, Howard H. (USA, 1900-1973) and Mark I computer, Albertus Magnus (Germany, ~1200-1280) and mathematics in science, Alder, Berni J. (USA, 1925- ) and inspirational book cover, and molecular dynamics, in Preface, xiii Alekseev, Vladimir M. (Russia, 1932-1980) and 3-body problem, Alexander, James W. (USA, 1888-1971) and moves on networks, Ammann, Robert (USA, 1946-1994) and nested tilings, Anaxagoras (Greece, ~500 - ~428 BC) and purpose in nature, Apollonius (Turkey/Egypt, ~262 BC - ~190 BC) and circle packing, Aquinas, Thomas (Italy, 1225-1274) and argument by design, Archimedes (Sicily, 287-212 BC) and pi, and use of mathematics, Aristotle (Greece, 384-322 BC) and complexity, and definition of life, and embryology, and gnomons, and history of logic, and logic in science, and nature of space, and origins of randomness, and purpose in nature

47. Mathematical Quotations -- D dehn, max. Mathematics is the only instructional material that can be presentedin an entirely undogmatic way. In The Mathematical Intelligencer, v. 5, no. http://math.furman.edu/~mwoodard/ascquotd.html

Mathematical Quotations D Back to MQS Home Page Back to "C" Quotations Forward to "E" Quotations D'Alembert, Jean Le Rond (1717-1783) Just go on..and faith will soon return. [To a friend hesitant with respect to infinitesimals.] In P. J. Davis and R. Hersh The Mathematical Experience Thus metaphysics and mathematics are, among all the sciences that belong to reason, those in which imagination has the greatest role. I beg pardon of those delicate spirits who are detractors of mathematics for saying this .... The imagination in a mathematician who creates makes no less difference than in a poet who invents.... Of all the great men of antiquity, Archimedes may be the one who most deserves to be placed beside Homer. Discours Preliminaire de L'Encyclopedie , Tome 1, 1967. pp 47 - 48. Dantzig The mathematician may be compared to a designer of garments, who is utterly oblivious of the creatures whom his garments may fit. To be sure, his art originated in the necessity for clothing such creatures, but this was long ago; to this day a shape will occasionally appear which will fit into the garment as if the garment had been made for it. Then there is no end of surprise and delight. Neither in the subjective nor in the objective world can we find a criterion for the reality of the number concept, because the first contains no such concept, and the second contains nothing that is free from the concept. How then can we arrive at a criterion? Not by evidence, for the dice of evidence are loaded. Not by logic, for logic has no existence independent of mathematics: it is only one phase of this multiplied necessity that we call mathematics.

48. Dissection -- From MathWorld congruent tetrahedra. max dehn showed this could not be done in 1902,and W. F. Kagon obtained the same result independently in 1903. A http://mathworld.wolfram.com/Dissection.html

INDEX Algebra Applied Mathematics Calculus and Analysis Discrete Mathematics ... Alphabetical Index ABOUT THIS SITE About MathWorld About the Author DESTINATIONS What's New MathWorld Headline News Random Entry ... Live 3D Graphics CONTACT Email Comments Contribute! Sign the Guestbook MATHWORLD - IN PRINT Order book from Amazon Recreational Mathematics Dissection Math Contributors ... Theobald Dissection Portions of this entry contributed by Gavid Theobald Any two rectilinear figures with equal area can be dissected into a finite number of pieces to form each other. This is the Wallace-Bolyai-Gerwien theorem . For minimal dissections of a triangle pentagon , and octagon into a square , see Stewart (1987, pp. 169-170) and Ball and Coxeter (1987, pp. 89-91). The triangle to square dissection ( haberdasher's problem ) is particularly interesting because it can be built from hinged pieces which can be folded and unfolded to yield the two shapes (Gardner 1961; Stewart 1987, p. 169; Pappas 1989; Steinhaus 1999, pp. 3-4; Wells 1991, pp. 61-62). Laczkovich (1988) proved that the circle can be squared in a finite number of dissections ( ). Furthermore, any shape whose boundary is composed of smoothly curving pieces can be dissected into a

49. Archival Material Related To Jakob Nielsen dehn, max, 191631, 24, http://www.math.ku.dk/ths/nielsen_j/archival.htm

Archival material related to Jakob Nielsen Jakob Nielsen papers Jakob Nielsen manuscripts Jakob Nielsen correspondence Jakob Nielsen papers A collection of Jakob Nielsen papers is located in the Archive , Institute for Mathematical Science, University of Copenhagen. An inventory of the papers is accessible in Danish and English at the homepages of the Archive. The Nielsen papers are a collection of mathematical reprints, which Nielsen received during his career from various mathematicians. In some cases there are also press clippings related to a person (mainly the Danish mathematicians) or correspondence (see below ). There may also be manuscripts (see below) , but mainly manuscripts by others than Nielsen. Archive no. 6036 at The National Archives, Copenhagen is material from Nielsen from the period 1945-57. There are 3 boxes deposited in 1982. They are inaccessible after the 50 years rule (application needed to get access) and have not been registered. The content is: correspondence, summary of meetings etc. from Nielsen's activities at UNESCO. Jakob Nielsen manuscripts The following manuscripts written by Nielsen are in the Jakob Nielsen papers (box numbers refer to that collection).

50. Børge Jessen Papers, First Part Translate this page (and folder title), Number, Period, Number, Period, dehn, max, 5, 1932-39,2, 1939, German, Danish, Norwegian. Derry, Douglas, 6, 1953-56-? 0, English. http://www.math.ku.dk/arkivet/jessen/bjpap1.htm

Børge Jessen papers , first part A survey of the first part A survey of the content of the individual boxes in the first part A survey of the first part First part: Subject Boxes Personal matters Family correspondence Scientific correspondence Go to Second part Go to Third part A survey of the content of the individual boxes in the first part PERSONAL MATTERS Box 1 Folder: Family songs [1919-55] Folder: French Folder: Gregersen's School [1925-42] Folder: St. Jørgen's Gymnasium [1923-25] Folder: Parentesen, Centrum [1926-28] Folder: June 1929 [congratulations to Jessen's engagement] Folder: Kruse's School [1938-53] FAMILY CORRESPONDENCE Box 2 Folder: Alberg, Marie Eilenberg [1938-53] Folder: Borch, Thora [1938-59] Folder: [Jensen,] Rikke [1942-75] Folder: Jessen, Bjørn [1924-43] Folder: Jessen, Christine 1911-29 Folder: Jessen, Christine 1940-33 Folder: Jessen, Christine 1934-42 Folder: Jessen, Christine 1943-[1959] Box 3 Folder: Jessen, Else, Ruth og Povl [1943-52] Folder: Jessen, Gert [1915-71] Folder: Jessen, Inger 1915-40

51. D Index Claude (175) Dedekind, Julius (2081*) Dee, John (358*) dehn, max (679*) del http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/D.htm

Names beginning with D The number of words in the biography is given in brackets. A * indicates that there is a portrait. d'Alembert , Jean (2501*) D'Arcy Thompson W (479*) d'Oresme , Nicole (191*) D'Ovidio , Enrico (414) Dandelin , Germinal (392) Danti , Egnatio (257) Dantzig, David van (55) Dantzig, George Darboux , Jean (814*) Darwin , George (167) Dase , Zacharias (125) Davenport , Harold (700*) Davidov , August (64*) Davies , Evan (299*) de Beaune , Florimond (316) de Bessy , Bernard (86) de Billy , Jacques (150) de Bourgainville , Louis (74) de Boislaurent , Budan (171) de Broglie , Louis duc (488*) de Carcavi , Pierre (439) de Coriolis , Gustave (121*) de Coulomb , Charles (95*) de Fermat , Pierre (2491*) de Fontenelle , Bernard (255*) de Groot , Johannes (444*) , Ernest (239) , Guillaume (204*) de La Condamine , Charles (480*) de La Faille , Charles (233) de La Hire , Philippe (297) de La Roche , Estienne (275) de Lagny , Thomas (186*) de Moivre , Abraham (379*) , Joseph (216) de Montmort , Pierre (300) De Morgan , Augustus (856*) de Prony , Gaspard (1015*) de Ortega , Juan (157) de Rham , Georges (741*) de Roberval , Gilles (349) de Saint-Venant de Sitter , Willem (483*) de Sluze de Tilly , Joseph (179) de Tinseau , D'Amondans (144) de Witt , Jan (412) de Wronski , Josef (324*) Dechales , Claude (175) Dedekind , Julius (2081*) Dee , John (358*) Dehn , Max (679*) del Ferro , Scipione (93) Delamain , Richard (393) Delambre , Jean (213*) Delaunay , Charles (172*) Deligne , Pierre (362*) Delone , Boris (485*) Delsarte , Jean (416*) Democritus of Abdera (188*) Denjoy , Arnaud (86*) Deparcieux , Antoine (71)

52. References For Dehn References for max Wilhelm dehn. Biography in Dictionary 200. W Magnus, maxdehn, The Mathematical Intelligencer 1 (1978/9), 132133. W Magnus http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/~DZE47A.htm

References for Max Wilhelm Dehn Biography in Dictionary of Scientific Biography (New York 1970-1990). Biography in Encyclopaedia Britannica. Articles: H Guggenheimer, The Jordan curve theorem and an unpublished manuscript by Max Dehn, Archive for History of Exact Science W Magnus, Max Dehn, The Mathematical Intelligencer Mathematische Annalen R B Sher, Max Dehn and Black Mountain College, The Mathematical Intelligencer Close this window or click this link to go back to Dehn Welcome page Biographies Index History Topics Index Famous curves index ... Search Suggestions JOC/EFR April 1997 The URL of this page is: http://www-history.mcs.st-andrews.ac.uk/history/References/Dehn.html

53. Lebensdaten Von Mathematikern Translate this page 20.8.1601 - 12.1.1655) de Fontenelle, Bernard (1657 - 1757) de Groot, Johannes (1914- 1972) dehn, max Wilhelm (13.11.1878 - 27.6.1952) Deinostratos (um 350 v http://www.mathe.tu-freiberg.de/~hebisch/cafe/lebensdaten.html

Diese Seite ist dem Andenken meines Vaters Otto Hebisch (1917 - 1998) gewidmet. By our fathers and their fathers in some old and distant town from places no one here remembers come the things we've handed down. Marc Cohn Dies ist eine Sammlung, die aus verschiedenen Quellen stammt, u. a. aus Jean Dieudonne, Geschichte der Mathematik, 1700 - 1900, VEB Deutscher Verlag der Wissenschaften, Berlin 1985. Helmut Gericke, Mathematik in Antike und Orient - Mathematik im Abendland, Fourier Verlag, Wiesbaden 1992. Otto Toeplitz, Die Entwicklung der Infinitesimalrechnung, Springer, Berlin 1949. MacTutor History of Mathematics archive A B C ... Z Abbe, Ernst (1840 - 1909) Abel, Niels Henrik (5.8.1802 - 6.4.1829) Abraham bar Hiyya (1070 - 1130) Abraham, Max (1875 - 1922) Abu Kamil, Shuja (um 850 - um 930) Abu'l-Wafa al'Buzjani (940 - 998) Ackermann, Wilhelm (1896 - 1962) Adams, John Couch (5.6.1819 - 21.1.1892) Adams, John Frank (5.11.1930 - 7.1.1989) Adelard von Bath (1075 - 1160) Adler, August (1863 - 1923) Adrain, Robert (1775 - 1843)

54. DMV Translate this page Courant, Richard (1888-1972), 72, 171-172. D. dehn, max (1878-1952), 71,212-213 Portr. bei S. 182. Duschek, Adalbert (1895-1957), 75, 187-189.E. http://www.mathematik.uni-bielefeld.de/DMV/archiv/pinl_u.html

Momentan ist die JavaScript-Funktion bei Ihrem Browser ausgeschaltet oder Math-Net Seite begeben. In den Jahresberichten der DMV zwischen 1969 und 1974 hat Max Pinl unter dem obigen Titel derjenigen Fachkollegen gedacht, die durch die Unmenschlichkeit des nationalsozialistischen Regimes ihre Heimat, ihre Stellung oder gar ihr Leben verloren haben. A B C D ... Z A A lt, Frank (1910-) Artin, Emil (1898-1963) B Baer, Reinhold (1902-1979) Barneck, Alfred (1885-1964) Basch, Alfred (1882-1958) Baule, Bernhard (1891-1976) Behrend, Felix (1911 - 1962) Bergmann, Gustav (1906- ) Bergmann, Peter (1915- ) Bergman, Stefan (1895-1977) Bernays, Paul (1888-1977) Bernstein, Felix (1878-1956) Bers, Lipman (1914-1993) Berwald, Ludwig (1883-1942) Blumenthal, Otto (1876-1944) Portr. bei S. 82 Bochner, Salomon (1899-1982) Brauer, Alfred (1894-1985) Brauer, Richard (1901-1977) Breuer, Samson (1891-) Busemann, Herbert (1905-) C Caemmerer, Hanna von (1914-1971) Cohn-Vossen, Stefan (1902-1936) Courant, Richard (1888-1972) D Dehn, Max (1878-1952) Portr. bei S. 182

55. Seminar "Das 3. Problem Von Hilbert". Winter 2002/03 Translate this page Dieses Problem wurde von max dehn im selben Jahr gelöst, was zu neuen Fragen undweiteren Verallgemeinerungen führte. max dehn, Über den Rauminhalt, Math. http://www.math.uni-bonn.de/people/anna/scissors.html

Prof. Dr. Werner Ballmann Dr. Anna Pratoussevitch Seminar "Das 3. Problem von Hilbert" (auch für Lehramtskandidaten) Wintersemester 2002/03 Termin: freitags 15:30-17:00, Seminarraum D (Meckenheimer Allee 160, Raum 13, Zugang über Beringstraße 1). Vorkenntnisse: Das Seminar wendet sich an alle, die Interesse an Geometrie haben. Es ist dabei insbesondere an Fünftsemester gedacht, die die Vorlesung "Differentialgeometrie I" von Prof. Ballmann hören, aber auch ältere (und auch jüngere) Semester sind willkommen. Für die meisten Vorträge sind keine Vorkenntnisse nötig, die über das Grundstudium hinausgehen, eine Ausnahme sind die letzten zwei Vorträge. David Hilbert stellte in seinem berühmten Vortrag beim Internationalen Mathematikerkongress im Jahre 1900 eine Reihe wichtiger ungelöster Probleme vor. Das 3. Problem kann man so formulieren: Sind je zwei Polyeder mit gleichem Volumen zerlegungsgleich, das heißt kann man immer ein Polyeder in polyedrische Teile schneiden und das andere Polyeder aus diesen Teilen zusammensetzen? Dieses Problem wurde von Max Dehn im selben Jahr gelöst, was zu neuen Fragen und weiteren Verallgemeinerungen führte. Zum Beispiel ist diese Frage für Polyeder in Euklidischen Räumen der Dimension größer 4 und in hyperbolischen Räumen der Dimension größer 2 noch immer ungelöst. Mit dem Problem der Zerlegungsgleichheit im dreidimensionalen Euklidischen Raum und seinen Verallgemeinerungen wollen wir uns im Seminar beschäftigen.

56. Berliner Ruder-Club E. V. max Bröske; max Vetter; Willi Bartholomae; Fritz Bartholomae;Werner dehn *; Rudolf Reichelt *; Hans Matthiae; Kurt Runge (St.) *. http://www.berliner-ruder-club.de/club/1912-os-stockholm.html

Olympische Spiele 1912 in Stockholm An der Entscheidung im Achter nahmen zwei deutsche Boote teil, eins davon vom Berliner Ruder-Verein von 1876. Diese Mannschaft errang die Bronze-Medaille: Otto Liebing * Max Bröske Max Vetter Willi Bartholomae Fritz Bartholomae Werner Dehn * Rudolf Reichelt * Hans Matthiae Kurt Runge (St.) * Ehrenmitglied des Berliner Ruder-Verein von 1876

57. Genealogie Pagina 5 (Gezinnen) Familie Partner Melchior, Anna o. UNKNOWN Geslacht Vrouwelijk Kinderen dehn,Hanna dehn, max o. UNKNOWN Geslacht Mannelijk dehn, Arnold o. UNKNOWN Geslacht http://shum.cc.huji.ac.il/~dutchjew/genealog/ndbeli/df_4.html

Genealogie Pagina 5 (Gezinnen) Terug naar de hoofdpagina Leek, Benjamin Benzum g. 18 NOV 1868 Groningen, Groningen, Nederland o. UNKNOWN Geslacht: Mannelijk Ouders: Vader: Leek, Joseph Samuel Moeder: Nort, Flora Isaac Familie: Partner: Julia, o. 13 DEC 1973 Madrid, Spain Geslacht: Vrouwelijk Familie: Huwelijk:12 OCT 1901 Marie, 9AR, Paris Partner: Cocq, Gabrielle Marie Louise g. 18 MAY 1875 Liettres Bethune o. 18 OCT 1903 Hospital Fernand Geslacht: Vrouwelijk Kinderen: Leek, Joseph Cyrille o. UNKNOWN Geslacht: Mannelijk Leek, Henriette Gabrielle o. UNKNOWN Geslacht: Vrouwelijk Leek, Flora Julie g. 6 MAR 1901 Paris, 9AR o. 4 FEB 1904 Montmorencyseine Geslacht: Vrouwelijk Terug naar de hoofdpagina Leek, Samuel Victor [aka: Samuel Victors /Leek/] g. ABT. 1735 Leer, Germany o. ABT. 1781 Groningen Geslacht: Mannelijk Familie: Partner: Isaacs, Rebecca o. 3 JUN 1764 Nietap Geslacht: Vrouwelijk Kinderen: Victor, Israel Samuels Victors, Saartje Samuels Familie: Huwelijk:1765 Partner: Jacobs, Roosje Kinderen: Leek, Liepman Samuels o. UNKNOWN

58. Portraits De Personnages Celebres : DEH dehn (max) Photo 1 (2); DE HOSSCHE(Sidronius)( Voir Sidronius de HOSSCHE). © Onlipix.com - 2002. http://www.onlipix.com/personnages/deh.htm

DEH A B C D ... Z DEHAMAULT ( Communard Photo (A) DEHIO (Karl) Photo DEHLER (Thomas) Photo DEHMEL (Richard) Photo DEHMELT (Hans G.) Photo DEHN (Max) Photo Sidronius de HOSSCHE Onlipix.com

59. Authors Lillian Day Clarence Day Terrence Deal James Dean Robert S. DeBear Eugene DebsLouis Dega max dehn Benjamin R. DeJong Thomas Dekker Jimmy Demaret Charles http://aragorn.pb.bialystok.pl/~radev/authors.htm

AUTHORS A John Abbott (1821-1893) Canadian prime minister Kareem Abdul-Jabar Lionel Abel Hal Abelson Jane Ace ... Marcel Achard (1899-1974) French screenwriter Dean Acheson (1893-1971) American lawyer Diane Ackerman Lord Acton (1906-1975) German born writer Peter Aczel an well-ordered mathematician Abigail Adams (1744-1818) American first lady Franklin P. Adams George Adams Douglas Adams Henry Brook Adams ... Scott Adams most dilbrtized Dogbert Joseph Addison (1672-1719) English essayist and poet Alfred Adler Austrian psychiatrist (1870-1937) Mortimer Adler Aeschylus (525-456 BC) Ancient greek soldier, playwright Aesop (620-560 BC) infected seeng: looking the people see animals Publius Terentius Afer Afghan Proverb old poor highland culture African Proverb (not correctly described like Asian, or European proverb) Herbert Agar Elaine Agather Agathon (446-401 BC) Spiro Agnew (1918-1996) - Macedonian born American Vice President Caspar de Aguilar Howard Aiken Leo Aikman Akan Proverb ... Amos Bronson Alcott (1799-1888) American educator Louisa May Alcott Alan Alda Brian Aldiss M. H. Alderson

60. Mathematik/Informatik-Bibliothek Heidelberg : Sonderdrucke Staeckel Translate this page 24, Couturat, Louis, 10. 25, Cranz, Carl, 5. 26, Czuber, Emanuel, (Mechaniker)21. 27, dehn, max, 5. 28, Demoulin, Alphonse, 27. 29, Denizot, Alfred, 7. 30,Dingeldey, Friedrich, 7. http://math.uni-heidelberg.de/bib/lit/son.html

Home IWR URZ UB ... ZUV aktualisiert am Homo Heidelbergensis mathematicus No. Name Vorname Anzahl Sonderdrucke Beck Hans Bernstein Felix Berwald Ludwig Berzolari Luigi Bianci Luigi I: 18, II: 21, III: 14 Bieberbach Ludwig Blaschke Wilhelm Blumenthal Otto Maxime Boehm Karl Bohlmann Georg Bohr Harald Bolza Oskar Bonola Roberto Bosmans Henri I: 39, II: 40-90, III: 91-117 (alle an Karl Bopp) Anton v. Brouwer Luitzen E.J. Burckhardt Heinrich Cantor Georg Cantor Moritz Constantin Et. Cosserat Courant Richard Couturat Louis Cranz Carl Czuber Emanuel (Mechaniker) 21 Dehn Max Demoulin Alphonse Denizot Alfred Dingeldey Friedrich Disteli Martin Engel Friedrich Escherich G.v. Faber Georg Leopold Finsterwalder Sebastian Fischer Ernst Fricke Robert Frischauf Johannes Fuchs Richard Fueter Rudolf Greenhill A.G. Gundelfinger S. Paul Gutzmer August Hadamard Jacques Haentzschel Emil Hahn Hans Hahn Lilly Hamburger M. Hamel Georg Hartogs Fritz Harzer Paul Haupt Otto Hausdorff Felix Haussner Robert Hecke Erich Heffter Lothar Hellinger Ernst Hensel Kurt Hermite Charles Heun Karl (Mechaniker) 8 Hilb Emil Hilbert David Otto Horn J.

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