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

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2.3. <strong>The</strong> European tour 35<br />

2.3.4 <strong>The</strong> European detour<br />

During February 1826, CRELLE’S possibilities to go to Göttingen crumbled and ABEL’S<br />

plans for the rest <strong>of</strong> the tour changed. Complaining repeatedly <strong>of</strong> his melancholic<br />

nature, ABEL hesitated and stalled at the prospect <strong>of</strong> travelling to Paris alone. Instead,<br />

his Norwegian friends presented an inviting alternative. With their interests largely<br />

in geology, the Norwegian travelling entourage made it for the Alps, and ABEL chose<br />

to join them. His defence <strong>of</strong> this less-than-obvious decision can be read in a very<br />

charming letter to HANSTEEN:<br />

“Can I then be blamed for wanting to see some <strong>of</strong> the southern life. During my<br />

journey I can work quite hard. Once I am in Vienna and on the road to Paris, the<br />

straight route almost passes through Switzerland. Why should I not also see a bit<br />

<strong>of</strong> that country. My lord! I am not completely without feelings for the beauty <strong>of</strong><br />

Nature. <strong>The</strong> entire trip will postpone my arrival in Paris by two months and that<br />

does no harm. I will catch up. Do you not think that I would benefit from such a<br />

journey?” 58<br />

<strong>The</strong> reaction <strong>of</strong> the sponsor HANSTEEN can only be imagined.<br />

On his detour through Europe, ABEL did continue working on his mathematics,<br />

and he called upon the local mathematicians where he could. In Vienna, ABEL brought<br />

a letter <strong>of</strong> introduction from CRELLE to the mathematician K. L. VON LITTROW (1811–<br />

1877) at the observatory. His encounter with LITTROW was perhaps the only strictly<br />

mathematical benefit gained from the detour itself; mediated by LITTROW, ABEL man-<br />

aged to circulate his result on the insolubility <strong>of</strong> the quintic equation in an even wider<br />

(albeit still German speaking) audience. 59<br />

2.3.5 Isolation in Paris<br />

When ABEL eventually arrived in Paris in the summer <strong>of</strong> 1826, he found the mathe-<br />

matical scene abandoned: Most <strong>of</strong> the Paris mathematicians had left the city for the<br />

countryside. However, ABEL made a brief call to LEGENDRE, whom he described as “a<br />

really excellent old man”. 60 ABEL later met with CAUCHY without having more than a<br />

brief and non-technical conversation with him. Besides the opportunity to meet with<br />

the Parisian mathematicians, ABEL saw in the famous Académie des Sciences a possibil-<br />

ity for presenting his research. Before he left Norway, he had prepared a paper on the<br />

58 “Kan man da fortænke mig i at jeg ønsker ogsaa at see lidt af Sydens Liv og Færden. Paa min Reise<br />

kan jeg jo arbeide temmelig brav. Er jeg nu engang i Wien og jeg skal derfra til Paris saa gaaer jo<br />

den lige Vei næsten igjennem Schweitz. Hvorfor skulde jeg da ikke ogsaa see lidt deraf? Herre Gud!<br />

Jeg er dog ikke uden al Sands for Naturens Skjønheder. Den hele Reise vil gjøre at jeg kommer to<br />

Maaneder senere til Paris end ellers og det gjør da ikke noget. Jeg skal nok hente det ind igjen. Troer<br />

de ikke at jeg vil have godt af en saadan Reise?” (<strong>Abel</strong>→Hansteen, Dresden, 1826/03/29. ibid., 24).<br />

59 ABEL had his article from CRELLE’S Journal reviewed anonymously in the newly founded Vienna<br />

based journal Zeitschrift für Physik und Mathematik (Anonymous, 1826). <strong>The</strong> review will be described<br />

in part II.<br />

60 (ABEL to HOLMBOE, Paris 1826.8.12, (N. H. <strong>Abel</strong>, 1902a, 40))

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