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Richard Cowling Taylor (1789–1851), English surveyor and geologist. Richard Taylor (philosopher) (1919–2003), American metaphysical philosopher and commercial beekeeper. Richard E. Taylor (1929–2018), Canadian laureate of the 1990 Nobel Prize in Physics. Richard Taylor (mathematician) (born 1962), involved in completing the proof of ...
12 de ene. de 2024 · Early Life. Richard Taylor was born on January 27, 1826, near Louisville, Kentucky, on his family’s plantation, “Springfield.” He was the youngest child and only son of General and later United States President Zachary Taylor and Margaret Mackall (Smith). Taylor was named after his paternal grandfather, Richard Lee Taylor, who served in the American Revolution.
Website. A leader in the field of number theory and in particular Galois representations, automorphic forms, and Shimura variations, Richard Taylor, with his collaborators, has developed powerful new techniques for use in solving longstanding problems, including the Shimura-Taniyama conjecture, the local Langlands conjecture, and the Sato-Tate ...
Richard Edward Taylor (Medicine Hat, Alberta; 2 de noviembre de 1929-22 de febrero de 2018) [1] fue un físico estadounidense canadiense en la Universidad de Stanford y ganador del Premio Nobel de Física en 1990, compartido con Jerome Friedman y Henry Kendall "por sus investigaciones pioneras en colisiones profundamente inelásticas de ...
理查德·泰勒（英語： Richard Taylor ，1962年5月19日 — ），英國 數學家，主要研究數論。 历史 [ 编辑 ] 他以前是 安德魯·懷爾斯 的學生，返回 普林斯頓大學 協助懷爾斯完成 費馬大定理 的證明。
29 de mar. de 2018 · Richard Taylor, a Stanford University professor emeritus of physics who shared the Nobel in 1990 for his role in the discovery of quarks, died at his home on the Stanford campus last month. He was 88.
EXCLUSIVE INTERVIEW WITH RICHARD TAYLOR, including Math-123-level overview of his and Wiles' proof of FLT. When a mistake was found in Andrew Wiles' original proof, he called in Cambridge algebraist Richard Taylor. They worked together at Princeton for eight or nine months and emerged with a solution to the world's most famous open problem.
