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RePoSS #11: The Mathematics of Niels Henrik Abel: Continuation ...

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2.2. “Study the masters” 25<br />

Figure 2.4: CARL FERDINAND DEGEN (1766–1825)<br />

in Copenhagen being older and larger than the one in Christiania, the faculty <strong>of</strong> phi-<br />

losophy had only two pr<strong>of</strong>essorships in mathematics (and one in astronomy) which<br />

in 1823 were held by DEGEN and E. G. F. THUNE (1785–1829).<br />

Together, DEGEN and THUNE had meant a change <strong>of</strong> generations in the mathe-<br />

matical milieu at the university when they were appointed 1813 and 1815. 25 DEGEN,<br />

being the more creative <strong>of</strong> the two, had gained international reputation with a publi-<br />

cation <strong>of</strong> tables for the solution <strong>of</strong> Pellian equations in 1817. 26 To the mathematicians<br />

in Christiania — as to the general Norwegian public — Copenhagen was still to some<br />

extent considered the intellectual and cultural capital <strong>of</strong> the country even after the<br />

separation in 1814. Thus, by virtue <strong>of</strong> its former colonial power, the mathematical<br />

talents <strong>of</strong> DEGEN, and the circulation and status <strong>of</strong> the publications <strong>of</strong> the Royal Dan-<br />

ish Academy <strong>of</strong> Sciences and Letters, Copenhagen was the obvious choice for a first<br />

foreign trip for a young and promising Norwegian mathematician.<br />

<strong>The</strong> maturing mathematician. ABEL’S first two works in the sciences estimated im-<br />

portant enough to receive wider circulation by Norwegian scholars, the alleged solu-<br />

tion <strong>of</strong> the quintic and his computations concerning the magnetic field <strong>of</strong> the Earth,<br />

were both caught in the review system <strong>of</strong> the time. In the incipient scientific milieu in<br />

25 THUNE was originally appointed as pr<strong>of</strong>essor <strong>of</strong> astronomy 1815 before he transferred to the pr<strong>of</strong>essorship<br />

<strong>of</strong> mathematics 1819.<br />

26 (C. F. Degen, 1817)

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