Heidelberg im Bulletin der American Mathematical Society
Die hohe Bedeutung, die Anfang des 20. Jahrhunderts die Mathematik in Deutschland einnahm, ist aus dem Bulletin of the American Mathematical Society ersichtlich, das 1903/04 (2. Ser., Bd. 10) die Mathematikveranstaltungen folgender nichtamerikanischer Universitäteten und Technischer Hochschulen benennt:Basel, Berlin, Bern, Bonn, Breslau, Erlangen, Freiburg, Geneva, Giessen, Graz, Greifswald, Halle, Heidelberg, Innsbruck, Kiel, Königsberg, Lausanne, Leipzig, Marburg, Munich, Münster, Neuchâtel, Oxford, Prague, Rostock, Strassburg, Tübingen, Vienna, Würzburg, Zürich;
Aix-la-Chapelle, Berlin, Brünn, Brunswick, Carlsruhe, Hanover, Munich, Stuttgart.
Speziell für Heidelberg sind zu entnehmen:
WS 1903/04 (S. 98)
By Professor L. Königsberger: Theory of elliptic functions,
two hours; Selected chapters from the integral calculus, two hours;
Seminar, two hours; Analytic mechanics, four hours.
By Professor M. Cantor: Differential and integral calculus,
four hours; Exercises, one hour; Political arithmetic, two hours.
By Professor F. Eisenlohr: Differential and integral calculus,
five hours; Theory of potential, two hours; Theoretical optics, four
hours.
By Professor K. Koehler: Solid analytic geometry, three hours.
By Professor G. Landsberg: Descriptive geometry, four hours;
Theory of curved lines and surfaces, four hours.
SS 1904 (S. 419)
By Professor L. Königsberger: Differential and integral
calculus, four hours; Theory of curves and surfaces, four hours;
Seminar, two hours.
By Professor M. Cantor: Analytic geometry of the plane,
four hours; Arithmetic and algebra, three hours.
By Professor F. Eisenlohr: Theory of probabilities, three
hours; Mechanics, four
hours.
By Professor K. Koehler: Plane synthetic geometry, three hours.
By Professor G. Landsberg: Theory of functions, four hours;
Theory of determinants, two hours.
By Dr. K. Boehm: Elementary mathematics, three hours.
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Fachinformation Mathematik
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Homo Heidelbergensis
