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.
Redaktion: Gabriele Dörflinger
Zur Inhaltsübersicht Historia Mathematica Heidelbergensis Homo Heidelbergensis