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Weil and studied
After secondary schooling at the lycée Louis-le-Grand in Paris, Maurice Merleau-Ponty became a student at the École Normale Supérieure, where he studied alongside Sartre, Simone de Beauvoir, and Simone Weil.
He served as editor of Mathematical Reviews from 1957 to 1964 and studied at the Institute for Advanced Study under André Weil.
Upon graduation, Weil was accepted to Charles University in Prague where he entered the Department of Philosophy and also studied Slavic philology and comparative literature.
He studied at the École Normale Supérieure in Paris under Henri Cartan and André Weil.

Weil and Paris
* Liza Weil ( 1977 -), actress known for her portrayal of Paris Geller on the television series Gilmore Girls ; was born in New Jersey but her family has resided in the borough since 1984.
The founding members were all connected to the École Normale Supérieure in Paris and included Henri Cartan, Claude Chevalley, Jean Coulomb, Jean Delsarte, Jean Dieudonné, Charles Ehresmann, René de Possel, Szolem Mandelbrojt and André Weil.
Bugeaud's writings were numerous, including his Œuvres militaires, collected by Weil ( Paris, 1883 ), many official reports on Algeria and the war there, and some works on economics and political science.
Herta Schiel would remain in Paris throughout the war, where she would make acquaintance with the physician Jacques Weil when he was called upon to treat her sister Molly for the then-incurable tuberculosis ( TB ).
Rory's friendships with long-time best friend Lane Kim ( Keiko Agena ), a second-generation Korean American from a strict Christian home, and Paris Geller ( Liza Weil ), a friend / rival at both Chilton and Yale, play strongly in the show.
* In the episode " Run Away, Little Boy " of Gilmore Girls, Paris ( played by Liza Weil ) compares the " whole small town, ' we don't let a clock run our lives ' thing " from Stars Hollow with Mystic Pizza.
Acting with its long-term partner Rhenus-Kleyling, Weil, Rhenus sets up Rhenus-Kleyling Logistique SAS in Gretz-Armainvilliers near Paris in order to strengthen its network in neighbouring countries.

Weil and Rome
Classics writer Simone Weil ranked the conduct of the Gracchi second out of all the known cases of good hearted conduct recorded by history for classical Rome, ahead of the Scipios and Virgil.
Agamben was educated at the University of Rome, where he wrote an unpublished thesis on the political thought of Simone Weil.

Weil and Göttingen
The underlying drive, in Weil and Chevalley at least, was the perceived need for French mathematics to absorb the best ideas of the Göttingen school, particularly Hilbert and the modern algebra school of Emmy Noether, Artin and van der Waerden.

Weil and received
Erich was educated at the Volksschule in Weil im Schönbuch ( April 1928 – April 1932 ), the Gymnasium in Böblingen ( April 1932 – April 1936 ), the National Political Institutes of Education in Rottweil ( April 1936 – April 1937 ), and the Gymnasium in Korntal ( April 1937 – April 1940 ), from which he received his Abitur.
Maurice Weil, one of Esterhazy's intimate friends, sent to the minister of war an anonymous letter which he had just received and which warned him that Castelin intended to denounce Esterhazy and Weil as accomplices of Dreyfus.
Weil received both his medical degree and his undergraduate AB degree in biology ( botany ) from Harvard University.
In 2011 Mann and Weil received the Johnny Mercer Award -- the highest honor from the Songwriters Hall of Fame.

Weil and 1928
This began in his doctoral work leading to the Mordell – Weil theorem ( 1928, and shortly applied in Siegel's theorem on integral points ).
In 1928, Weil finished first in the entrance examination for the École Normale Supérieure ; Simone de Beauvoir, her more long-lived and famous peer, finished second .< ref >
* Irwin Weil ( 1928 –) from the United States

Weil and .
Weil identifies it as being `` rootless '', Guardini as being `` placeless '', Riesman as being `` lonely ''.
Ralph Snyderman and Andrew Weil state that " integrative medicine is not synonymous with complementary and alternative medicine.
André Weil (; 6 May 1906 – 6 August 1998 ) was an influential French mathematician of the 20th century, renowned for the breadth and quality of his research output, its influence on future work, and the elegance of his exposition.
The philosopher Simone Weil was his sister.
His only sibling was Simone Weil, a famous philosopher.
Weil was in Finland when World War II broke out ; he had been traveling in Scandinavia since April 1939.
Weil was mistakenly arrested in Finland at the outbreak of the Winter War suspected of spying ; however, accounts of his life having been at danger have been shown to be exaggerated.
Weil returned to France via Sweden and the United Kingdom, and was detained at Le Havre in January 1940.
In January 1941, Weil and his family sailed from Marseille to New York.
Mordell's theorem had an ad hoc proof ; Weil began the separation of the infinite descent argument into two types of structural approach, by means of height functions for sizing rational points, and by means of Galois cohomology, which was not to be clearly named as that for two more decades.
The so-called Weil conjectures were hugely influential from around 1950 ; they were later proved by Bernard Dwork, Alexander Grothendieck, Michael Artin, and Pierre Deligne, who completed the most difficult step in 1973.
The Weil conjecture on Tamagawa numbers proved resistant for many years.
He picked up another credited Weil conjecture, around 1967, which later under pressure from Serge Lang ( resp.
Taniyama – Weil conjecture ) based on a roughly formulated question of Taniyama at the 1955 Nikkō conference.
He discovered that the so-called Weil representation, previously introduced in quantum mechanics by Irving Segal and Shale, gave a contemporary framework for understanding the classical theory of quadratic forms.
Indian ( Hindu ) thought had great influence on Weil.
At Home with Andre and Simone Weil by Sylvie Weil, translated by Benjamin Ivry ; ISBN 978-0-8101-2704-3, Northwestern University Press, 2010.
* André Weil, by A. Borel, Bull. AMS 46 ( 2009 ), 661-666.
One of his most celebrated achievements is the discovery of the first arithmetic Weil cohomology theory: the ℓ-adic étale cohomology.
This key result opened the way for a proof of the Weil conjectures, ultimately completed by his student Pierre Deligne.
On the advice of Cartan and Weil, he moved to the University of Nancy where he wrote his dissertation under Laurent Schwartz in functional analysis, from 1950 to 1953.

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