This prize was shared with Jean Leray for his “pioneering work on the development and application of topological methods to the study of differential equations”.In 1980, he received the Barnard Medal for Meritorious Service to Science by the Columbia University for his "Meritorious Service to Science".He was honored with the distinguished Kyoto Prize in 1994 for his significant contribution to the scientific, cultural, and spiritual betterment of mankind.He was an honorary member or member of several associations, including the London Mathematical Society, the Royal Society of London, the French Academy of Sciences and the American National Academy of Sciences.He married Eveline in 1937. He was a child prodigy and was drawn towards mathematics at a very young age. Then he was appointed at the University of Strasbourg, where he served from 1933 to 1940.In 1939, he was mistakenly arrested for spying in Finland, when the Second World War broke out, while he was wandering in Scandinavia.On his return to France in 1940, he was again arrested for failing to report on his duty in the French Army and was imprisoned in Le Havre and then Rouen.During his stay in prison, he completed his most celebrated work in mathematics—he proved the Riemann hypothesis for curves over finite fields.During his trial in May 1940, he volunteered to return to the army so as to avoid a five-year sentence in a French jail.In 1941, he was reunited with his wife and fled with her to United States, where they stayed till the end of the Second World War.In U.S., he served at the Rockefeller Foundation and at the Guggenheim Foundation. Born into a prosperous Jewish family in Paris, he was brother to the well-known philosopher and writer Simone Weil, and both were child prodigies.
1226–1230) summarizes the argument of that book, including what I called the Dedekind-Weil analogy. from the University of Paris in 1928. The Bourbaki remain highly influential in the field to this day.To avoid the draft, he went to Finland. https://www.sunsigns.org/famousbirthdays/d/profile/andre-weil He was also passionate about traveling and studying different languages.He was religious from an early age and by the age of 16, he had read the "Bhagavad Gita" in the original Sanskrit.In 1925–26 he studied algebraic geometry of Italian mathematicians while in Rome.He traveled to Germany for his fellowship at Göttingen, where he studied the number theory of German mathematicians.He went on to receive his D.Sc. He remained active as professor emeritus at the Institute for Advanced Studies at Princeton until a few years before his death. André Weil was a French mathematician, known for his foundational work in number theory and algebraic geometry. The philosopher Simone Weil was his sist His life was dedicated to mathematical study and he is counted among one of the most brilliant and influential mathematicians of the 20th century.He was born on May 6, 1906 in Paris, France, to Bernard Bernhard Weil, a medical doctor and his wife, Salomea Reinherz. He was also fond of traveling and linguistics, with a deep respect for all the religions, especially Hinduism. His contributions ranged over a wide area of mathematics, but were centered in the areas of number theory and algebraic geometry. ANDRE WEIL: Founding Member of the Mathematical Bourbaki Group Biography André Weil (1906-1998) André Weil was a very influential French mathematician around the middle of the 20th Century. ANDRE WEIL: Founding Member of the Mathematical Bourbaki Group Biography André Weil (1906-1998) André Weil was a very influential French mathematician around the middle of the 20th Century. Soc. The famous mathematician André Weil is reported to have stated about Chen: “Each work of Mr. Chen Jingrun seems as if it is scaling the tallest mountains of the Himalayas. ''In 1994, Dr. Weil (pronounced VAY) won the equivalent of the Nobel Prize, which is not awarded in mathematics, when he received the Kyoto Prize in Basic Science from the Inamori Foundation of Kyoto, Japan.That award honored the part of his work known as the Weil conjectures, which provided the principles for modern algebraic geometry. Weil was elected Weil's ideas made an important contribution to the writings and seminars of Lang, S. "Some History of the Shimura-Taniyama Conjecture."
Enjoy the best Andre Weil Quotes at BrainyQuote. The Weil letter is a gem, of wider interest to the Dr. Weil, he said, provided answers to some of the most subtle questions about ordinary numbers. After he retired from there in 1976, he wrote on mathematics and edited works by Jacques Bernoulli and Pierre de Fermat, two French giants in mathematics.He is survived by two daughters, Nicolette Schwartzman of Princeton and Sylvie Weil Weitzner of Manhattan, and three grandchildren.His younger sister, the philosopher Simone Weil, died in England in 1943.Dr. ''In India, he taught at Aligarh University from 1930 to 1932, then returned to France to teach at Marseille University and Strasbourg University until 1940.Dr. His fascination with Diophantine equations led to his first substantial piece of mathematical research on the theory of algebraic curves. It is perilous [work], but if successful, will certainly affect the world.” During a Beijing TV interview, Chen said, “My life is dedication, I do not ask for anything.” He then taught at the University of Chicago, U.S. from 1947 to 1958.He spent his remaining career as a professor at the Institute for Advanced Study in Princeton, New Jersey, U.S.During the 1930s, he introduced the adele ring, a topological ring in algebraic number theory and topological algebra, which is built on the field of rational numbers.One of his major accomplishments were the 1940s proof of the Riemann hypothesis for zeta-functions of curves over finite fields and his subsequent laying of proper foundations for algebraic geometry to support that result.He also developed the Weil representation, an infinite-dimensional linear representation of theta functions which gave a contemporary framework for understanding the classical theory of quadratic forms.His work on algebraic curves has influenced a wide variety of areas such as, elementary particle physics and string theory.In 1979, he was awarded the Wolf Prize in Mathematics for his “inspired introduction of algebraic-geometric methods to the theory of numbers”. He was passionately […]