| Hôpital Cochin - Paris, France |
| Rue de la Glacière - 13th Arrondissement, Paris |
Galois was shot in the abdomen the previous day and was left in the field by his opponent and seconds. It was a later passerby who brought him to the hospital (Hôpital Cochin). The duel was in the field of Glacier Pond in Gentilly, now in the 13th Arrondissement in Paris. This field was near swamps that froze in the winter - a resource that was used for ice. But, of course, everything has changed since 1832; even the river that used to run near there is now underground. The closest I could get to where the duel may have been was the Rue de la Glacière.
Cimetière de Montparnasse - Paris, France |
As Galois wrote on that last night of his life, he penned three things - a letter to "all republicans," wishing not to be reproached for dying otherwise than for his country" - a letter to two republican friends, apologizing for not telling them of the duel, and asking them to remember him "since fate did not give me a long enough life for my country to remember me" - and a letter to his best friend organizing and outlining his mathematical work. He also spent time organizing his mathematical papers; on one of these he wrote the poignant words, "Je n'ai pas le temps" - "I have no time."
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| Évariste Galois at age 15, drawn by a classmate (Public Domain, Wikipedia) |
MY QUESTION:
Galois was buried in a common grave in Montparnasse Cemetery, a grave whose exact location is no longer known. Yet his funeral had been attended by 2000 or more people. His brother still lived, as did his mother (I think). His father had been a mayor and is buried in Bourg-la-Reine Communal Cemetery, a suburb of Paris; would there not have been space next to him to bury his son? Given all this, why would Évariste Galois have been buried in a common grave? If anyone can enlighten me, I would appreciate it.
If you're interested in a longer post, more pictures, and more details, click here to see my previous post.
For now let's raise a toast to the genius who before age 20 changed the very landscape of mathematics. Let's raise a toast, but unlike Galois, let's try not to get arrested. (IYKYK)

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