* 1832 – Évariste Galois is released from prison.

Évariste Galois was buried in a common grave and the exact location is still unknown.

On 2 June, Évariste Galois was buried in a common grave of the Montparnasse cemetery whose exact location is unknown.

* La vie d ' Évariste Galois by Paul Dupuy The first and still one of the most extensive biographies, referred to by every other serious biographer of Galois

* Évariste Galois at Mathematics Genealogy Project.

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* 1811 – Évariste Galois, French mathematician ( d. 1832 )

* May 31 – Évariste Galois, French mathematician ( b. 1811 )

Évariste Galois ( 1811 – 1832 )

Niels Henrik Abel ( 1802 – 1829 ), a Norwegian, and Évariste Galois, ( 1811 – 1832 ) a Frenchman, investigated into the solutions of various polynomial equations, and proved that there is no general algebraic solution to equations of degree greater than four ( Abel – Ruffini theorem ).

* 1753 – Évariste de Parny, French poet ( d. 1814 )

While Ruffini and Abel established that the general quintic could not be solved, some particular quintics can be solved, such as ( x − 1 )< sup > 5 </ sup >= 0, and the precise criterion by which a given quintic or higher polynomial could be determined to be solvable or not was given by Évariste Galois, who showed that whether a polynomial was solvable or not was equivalent to whether or not the permutation group of its roots – in modern terms, its Galois group – had a certain structure – in modern terms, whether or not it was a solvable group.

Évariste Régis Huc, or Abbé Huc, ( 1813 – 1860 ) was a French missionary traveller, famous for his accounts of China, Tartary and Tibet.

Collected and annotated edition of 76 letters by Gabet and 98 by Huc in Jacqueline Thevenet, Joseph Gabet, Évariste Huc: Lettres de Chine et d ' ailleurs, 1835 – 1860, Paris, Les Indes Savants ( 2005 ) ISBN 2-84654-084-5

Évariste Desiré de Forges, vicomte de Parny ( February 6, 1753 on the Isle of Bourbon ( Reunion ) – December 5, 1814, Paris, France ) was a French poet.

* Évariste Régis Huc ( 1813 – 1860 ), French Roman Catholic missionary in China, Tartary and Tibet

* Évariste Kimba ( 1926 – 1966 ), Republic of the Congo's Prime Minister in 1965

** Évariste Galois, French mathematician ( d. 1832 )

The general linear group over a prime field, GL ( ν, p ), was constructed and its order computed by Évariste Galois in 1832, in his last letter ( to Chevalier ) and second ( of three ) attached manuscripts, which he used in the context of studying the Galois group of the general equation of order p < sup > ν </ sup >.

The notes left by Évariste Galois prior to dying in a duel in 1832 later led to an elegant complete theory of the roots of polynomials, of which this theorem was one result.

Lie's idée fixe was to develop a theory of symmetries of differential equations that would accomplish for them what Évariste Galois had done for algebraic equations: namely, to classify them in terms of group theory.

Évariste Galois was the first to realize the importance of the existence of normal subgroups.

Simple groups have been studied at least since early Galois theory, where Évariste Galois realized that the fact that the alternating groups on five or more points was simple ( and hence not solvable ), which he proved in 1831, was the reason that one could not solve the quintic in radicals.

The precise criterion that distinguishes between those equations that can be solved by radicals and those that cannot was given by Évariste Galois and is now part of Galois theory: a polynomial equation can be solved by radicals if and only if its Galois group ( over the rational numbers, or more generally over the base field of admitted constants ) is a solvable group.

Terquem was among the first who recognized the importance of the work of Évariste Galois.

The concept of field was used implicitly by Niels Henrik Abel and Évariste Galois in their work on the solvability of equations.

When Évariste was twenty-four, he entered the congregation of the Lazarists ( also known as Vincentians ) at Paris.

He was the first to read, and to recognize, the importance of the unpublished work of Évariste Galois which appeared in his journal in 1846.

This was the original point of view of Évariste Galois.

He was influenced by reading Évariste Régis Huc's Recollections of a Journey Through Tartary, Thibet, and China in 1852, which extolled the camel's virtues.