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| Wilhelm Süss | |
|---|---|
| Name | Wilhelm Süss |
| Birth date | 24 January 1895 |
| Birth place | Inowrocław, Province of Posen, German Empire |
| Death date | 26 August 1958 |
| Death place | Freiburg im Breisgau, West Germany |
| Nationality | German |
| Fields | Mathematics |
| Alma mater | University of Göttingen, University of Kiel |
| Doctoral advisor | David Hilbert |
| Known for | Contributions to complex analysis, founding the Mathematical Research Institute of Oberwolfach |
Wilhelm Süss was a German mathematician known for his work in complex analysis and for founding the Mathematical Research Institute of Oberwolfach. He served as a professor at several German universities and played a prominent institutional role in twentieth-century German mathematics. His career intersected with figures and events across the mathematical and political landscape of Europe in the interwar and postwar periods.
Süss was born in Inowrocław in the Province of Posen during the German Empire and completed his early studies amid the upheavals surrounding World War I and the German Revolution of 1918–19. He studied at the University of Kiel and the University of Göttingen, where he encountered leading mathematicians including David Hilbert, Felix Klein, Emmy Noether, Hermann Weyl, and Richard Courant. His doctoral work placed him within the Göttingen tradition alongside contemporaries such as Erhard Schmidt, Otto Toeplitz, Issai Schur, Ernst Zermelo, and Carl Runge. During this period he was influenced by the prevailing research culture at Göttingen and by networks linking Prussian Academy of Sciences and other German institutions.
Süss held academic positions at several institutions including the University of Greifswald, the University of Kiel, the University of Münster, and ultimately the University of Freiburg. He moved through the German university system at a time when appointments often involved interactions with bodies such as the Prussian Ministry of Science, Art and Public Education and regional ministries in Baden and Prussia. His administrative roles brought him into contact with figures like Theodor Vahlen, Emil Artin, Otto Neugebauer, Ludwig Bieberbach, and Georg Hamel. In Freiburg he developed programs and seminars that connected with research centers across Europe, including collaborations with scholars affiliated with University of Paris, University of Cambridge, University of Oxford, University of Rome La Sapienza, and the University of Vienna.
Süss worked primarily in complex analysis, function theory, and related areas of mathematical analysis and potential theory. His publications engaged topics that also interested contemporaries such as Rolf Nevanlinna, Lars Ahlfors, Paul Montel, Carathéodory, Ernst Lindelöf, and Martinus van der Waerden. He contributed to the development of methods that interacted with operator theory research of figures like John von Neumann, Stefan Banach, Hermann Weyl, and Frigyes Riesz. His work was cited alongside that of Georg Pick, Gustav Herglotz, Henri Lebesgue, Émile Picard, and Élie Cartan in discussions of analytic functions, conformal mapping, and boundary value problems. Süss also engaged with problems related to partial differential equations connected to the work of Sofia Kovalevskaya, David Hilbert, Jacques Hadamard, and Sergio Picone.
During the period of the Nazi Party's governance and the regime's impact on academic life, Süss's institutional activities were intertwined with the broader restructuring of German science. He navigated relationships with administrative and political authorities such as the Reich Ministry of Science, Education and Culture and academic bodies influenced by figures including Ludwig Bieberbach, Theodor Vahlen, Johannes Stark, Alfred Rosenberg, and members of university senates. The era saw the emigration and dismissal of many mathematicians like Emmy Noether, Richard Courant, Herbert Geppert, Otto Neugebauer, and Felix Hausdorff, affecting departmental compositions and national research networks. Süss's founding of the Mathematical Research Institute of Oberwolfach occurred in the late 1930s and 1940s, situating the institute amid wartime and postwar reconstruction alongside colleagues and visitors from institutions such as Max Planck Society, Humboldt University of Berlin, Technical University of Munich, and Heidelberg University.
Süss supervised and influenced a generation of German mathematicians who later worked at institutions including University of Freiburg, University of Tübingen, University of Bonn, University of Heidelberg, University of Göttingen, and Technical University of Berlin. His students and collaborators interacted with prominent researchers and mathematical schools associated with Norbert Wiener, Kurt Gödel, Erwin Schrödinger, Paul Dirac, Max Born, Felix Pollaczek, and Hans Hahn. Through Oberwolfach, Süss mentored many postwar mathematicians and facilitated exchange between scholars from France, Italy, United Kingdom, United States, Poland, Netherlands, and Scandinavia, helping to reestablish connections disrupted by wartime divisions.
Süss is remembered chiefly for founding the Mathematical Research Institute of Oberwolfach, which became a central venue for international collaboration involving organizations like the International Mathematical Union, the Deutsche Forschungsgemeinschaft, and universities across Europe and the Americas. His legacy links to research traditions traceable to Göttingen School, the revival of German mathematics after World War II, and the histories of institutions such as the Max Planck Institute system and regional universities. Oberwolfach continues to host workshops and conferences attracting scholars connected to lineages including David Hilbert, Felix Klein, Richard Courant, Heinz Hopf, Otto Toeplitz, and Werner Heisenberg. His impact is reflected in institutional histories, commemorative events, and the ongoing role of Oberwolfach in contemporary mathematical research.
Category:German mathematicians Category:Mathematical institute founders