Evariste galois mathematics

Evariste galois biography cortal consors Evariste Galois was a French mathematician whose work laid foundations for group theory and Galois Theory. Evariste Galois was born on October 25, In October of , he joined Lycee Louis-le-Grand where he managed to perform very well even after experiencing some difficulties. After his prize in Latin, Galois became bored with his studies. At 14, he began to focus on mathematics.

Évariste Galois
Mathematician
SpecialtyTheory of equations, Abelian integrals
BornOct. 25,
Bourg-la-Reine, French Empire
DiedMay 31, (at age 20)
Paris, Kingdom of France
NationalityFrench

Évariste Galois was a French mathematician.

Despite his short life, he produced highly significant work, such as laying the foundations for what became known as group theory. He also worked in abstract algebra and solved a long-standing problem relating to polynomials. Galois was known for his republican sympathies, despite the fact that he lived during the reign of Louis Philippe.

Evariste galois biography cortal consors youtube

Search Biographies:. Contact Us Privacy Policy Sitemap. It uses material from the Wikipedia article Evariste Galois. Evariste Galois Biography. He was a mathematical child prodigy.

He died in a duel in which he received fatal wounds under circumstances that remain debatable.

Early Years

Galois was born near Paris on October 25, , to parents who were well educated but not mathematically inclined. He was educated by his mother until the age of 12, when he was sent to Paris to continue his studies.

A minor riot took place at about the time of Galois&#;s arrival, but he was not involved and survived the expulsion of dozens of his peers.

He proved particularly adept at Latin, but soon lost interest in it, his attention being caught only by mathematics from about onward. By the time he was 15, he was able to study the original works of Lagrange, as well as reading papers intended for working, professional mathematicians.

Despite his interest, Galois was not good at taking exams, and he failed the entry test for the prestigious École Polytechnique in Paris in Instead, he enrolled in the less renowned school of mathematics, the École Normale.

He got on well with his professors, and his knowledge and ability increased rapidly. By the spring of , he was able to publish his first paper, which dealt with continued fractions.

Slightly later that year, he submitted two papers on polynomial equation theory to the Academy of Sciences.

Evariste galois biography duel He died very young after fighting a duel. View three larger pictures. However there is no sign of any mathematical ability in any of Galois' family. His mother served as Galois' sole teacher until he was 12 years old. She taught him Greek, Latin and religion where she imparted her own scepticism to her son.

The papers were evaluated by a high-ranking mathematician but were rejected; the reasons for this remain unclear.

Taking a Different Path

In July , Galois&#;s father killed himself after a scandal in which his name had been forged by a local priest to make it look as though he were a libeler. The shame was overpowering and suicide seemed the only way out.

The young Galois was devastated, and a further attempt to gain entry to the Polytechnique was also a failure.

One version of events suggests that he was simply making too many leaps of logic for his examiner to comprehend, although personal grief is the most widely accepted explanation.

Evariste galois quotes: Évariste Galois (born October 25, , Bourg-la-Reine, near Paris, France—died May 31, , Paris) was a French mathematician famous for his contributions to the part of higher algebra now known as group theory.

Galois stayed at the Normale and obtained his degree in late December of He was said to possess a &#;remarkable spirit of research&#; by one examiner, although another was deeply unimpressed and stated that he had &#;little intelligence.&#;

Galois’ Papers and Contributions

While reading papers by Abel, Galois discovered that one overlapped his own work.

In early , a paper on the use of radicals to solve polynomials was passed to the Fourier of the Academy in Paris. The paper was considered sufficiently impressive to be in contention for the Grand Prize in Mathematics, but after Fourier&#;s death in April, the paper was mislaid.

Galois, swallowing his disappointment, produced three further papers before the year was out.

Evariste galois biography cortal consors wikipedia Despite his short life, he produced highly significant work, such as laying the foundations for what became known as group theory. He also worked in abstract algebra and solved a long-standing problem relating to polynomials. Galois was known for his republican sympathies, despite the fact that he lived during the reign of Louis Philippe. He died in a duel in which he received fatal wounds under circumstances that remain debatable. Galois was born near Paris on October 25, , to parents who were well educated but not mathematically inclined.

One of these set down the basis of what would become the Galois Theory, which links field and group theory in abstract algebra. Another of the papers pioneered the concept of a finite field in number theory.

Galois’ Political Stances

In , France suffered from a great deal of political unrest and instability. In July of that year, the director of the Normale went so far as to lock his students inside the building in order to stop them from joining in a nearby demonstration.

Galois was highly critical of this decision in a letter, and this led to his dismissal from the Normale in early January of

He was unrepentant, and became a strong supporter of organizations such as the National Guard which championed the cause of republicanism. Galois continued to work on mathematical problems, but he was becoming more and more committed to the republican cause, to the extent of being arrested for wearing the uniform of the Republican Artillery.

Death and Legacy

The background to Galois&#;s death in a duel on May 31, , remains unclear to this day.

Some historians believe that the cause of the duel may have been related to a woman named Mademoiselle Poterin du Motel, to whom Galois became close. An alternative theory is that the man Galois fought was a member of the squad who had come to arrest him &#; and who was also the fiancé of du Motel.

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  • Even the identity of his opponent is disputed, with other authorities suggesting that it was a friend from the republican movement. On May 29, Galois sent a letter to Chevalier with some mathematical notes attached. The following day, he was shot in the abdomen during the duel and died in a hospital in the early hours of the following morning at the age of just