Today is the birthday of French mathematician and political activist Évariste Galois.
His most profound work was written at age 18, and died in a duel at age 20.
He answered a long-standing and widely-studied unsolved question: he showed that there is no general formula for finding the roots of a polynomial of degree 5 or higher.
He found a deep connection between two areas of mathematics: in this case, group theory and field theory.
In so doing, he created new areas of mathematics that opened doors for generations of researchers.
Just think what he might have accomplished if he had lived.
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