Hsien Chung Wang - Wikipedia
Part of a family, from Shandong Province that had produced distinguished scholars for several generations, Hsien Chung Wang studied in Tianjin at Nankai High School, where he had an …
Hsien Chung Wang - 1978) - Biography - MacTutor History of Mathematics
He succumbed within weeks, to be survived for only a few months by his wife. Hsien Chung Wang was a Chinese-born American mathematician who worked in differential geometry, Lie groups …
He is survived by his wife, Lucy, and their three daughters, Angela, Louise, and Clara.
Wang, Hsien Chung - Encyclopedia.com
He went to China again in 1973 after a sabbatical year in England at the University of Warwick, this time with his wife and three daughters, and he returned for a third time in 1977.
Hsien Chung Wang - Alchetron, The Free Social Encyclopedia
Nov 22, 2024 · Hsien Chung (or HsienChung or Hsienchung) Wang ( Wang Xian Zhong, 18 April 1918, Beijing 25 June 1978, New York City) was a ChineseAmerican mathematician, …
Hsien Chung Wang (1918-1978) - Find a Grave Memorial
Find a Grave, database and images (https://www.findagrave.com/memorial/188863055/hsien_chung-wang: accessed ), memorial …
Hsien Wang - The Mathematics Genealogy Project
Click here to see the students listed in chronological order. According to our current on-line database, Hsien Wang has 3 students and 3 descendants. We welcome any additional …
Biography:Hsien Chung Wang - HandWiki
Part of a family, from Shandong Province, that had produced distinguished scholars for several generations, Hsien Chung Wang studied in Tianjin at Nankai High School, where he had an …
Hsien Chung Wang, Date of Birth, Place of Birth, Date of Death
Wang Xian Zhong; 18 April 1918 in Beijing – 25 June 1978 in New York City) was a Chinese-American mathematician, specializing in differential geometry, Lie groups, and algebraic …
Hsien C Wang - Poster - MacTutor History of Mathematics Archive
Jun 5, 2022 · Hsien Chung Wang was a Chinese-born American mathematician who worked in differential geometry, Lie groups and algebraic topology. Find out more at: …