Évariste Galois
Évariste Galois (1811 – 1832) was a mathematician from France. In short: founded group theory and explained why the quintic cannot be solved with radicals. They lived 21 years.
How to work it out
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Field: algebra. Place: France.
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Known for: founded group theory and explained why the quintic cannot be solved with radicals.
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Lifespan: 1811 – 1832, 21 years.
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In this list of 56 mathematicians, Évariste Galois comes after Peter Gustav Lejeune Dirichlet and before George Boole.
Mathematicians alive at the same time as Évariste Galois
| Mathematician | Lived | Years in common |
|---|---|---|
| Adrien-Marie Legendre | 1752 – 1833 | 21 |
| Augustin-Louis Cauchy | 1789 – 1857 | 21 |
| Carl Friedrich Gauss | 1777 – 1855 | 21 |
| Carl Gustav Jacob Jacobi | 1804 – 1851 | 21 |
| Nikolai Lobachevsky | 1792 – 1856 | 21 |
| Peter Gustav Lejeune Dirichlet | 1805 – 1859 | 21 |
| Sophie Germain | 1776 – 1831 | 20 |
| Joseph Fourier | 1768 – 1830 | 19 |
Questions
Who was Évariste Galois?
Évariste Galois (1811 – 1832) was a mathematician from France. In short: founded group theory and explained why the quintic cannot be solved with radicals. They lived 21 years.
What is Évariste Galois known for?
Founded group theory and explained why the quintic cannot be solved with radicals.
When was Évariste Galois born?
1811.
When did Évariste Galois die?
1832.