International Congress of Mathematicians Held in Oslo
During the International Congress of Mathematicians, a German mathematician delivers a groundbreaking proof, while the political tensions of the era simmer beneath the surface. The French mathematicia
Setting
University of Oslo's grand auditorium, filled with rows of wooden chairs facing a raised podium. The room is adorned with mathematical diagrams and blackboards covered in equations.
Characters
Norwegian Professor
primary
A tall, gaunt man in his late 60s with a full head of silver-white hair swept back from a high forehead. His sharp blue eyes peer through round wire-rimmed spectacles, and deep lines around his mouth suggest a lifetime of thoughtful contemplation. His posture retains academic stiffness despite his age, with long fingers that move precisely when gesturing.
German Mathematician
primary
A middle-aged man with sharp features, thinning dark hair combed precisely back, and wire-rimmed spectacles perched on a prominent nose. His posture suggests both academic rigor and physical tension, with shoulders slightly hunched from years spent poring over books.
French Mathematician
secondary
A slender young woman in her late 20s with sharp, intelligent features and dark brown hair pulled back into a neat chignon. Her pale complexion flushes slightly when passionate about a point. She wears round wire-framed glasses that catch the light when she gestures.
Young Scholar
secondary
A lean Norwegian man in his mid-20s with neatly combed light brown hair and wire-framed glasses. His pale complexion shows faint freckles across his nose, and his attentive blue eyes frequently dart between the blackboard and the speakers.
University Janitor
background
A wiry man in his late 50s with thinning gray hair combed sideways to cover a bald spot. His face is deeply lined from years of manual labor, with a permanent squint from adjusting overhead lights. His hands are rough and stained with decades of polish residue.
Dialog
Norwegian Professor
If we might consider Herr Schmidt's proposition regarding the continuum hypothesis from a formal perspective...
German Mathematician
This is not correct, what you propose! The enumeration must satisfy König's lemma - quod erat demonstrandum!
French Mathematician
If we accept your enumeration, then necessarily the ensemble cannot be well-ordered - this contradicts Zermelo's own 1908 proof!
Norwegian Professor
Gentlemen, perhaps we might approach this as a matter of axiomatic systems rather than national schools of thought...
German Mathematician
Mathematics knows no Vaterland! The proof stands or falls by its internal consistency alone.
French Mathematician
Precisely why your reliance on choice principles requires more rigorous examination, mon collègue.
Norwegian Professor
Shall we proceed to the next theorem? The hour grows late, and we have much ground yet to cover.