
Wu Wenjun - Wikipedia
Wu Wenjun (Chinese: 吴文俊; 12 May 1919 – 7 May 2017), also commonly known as Wu Wen-tsün, was a Chinese mathematician, historian, and writer. He was an academician at the Chinese Academy of Sciences (CAS), best known for Wu class, Wu formula, and Wu's method of characteristic set.
Tai Tsun Wu - Wikipedia
Tai Tsun Wu (simplified Chinese: 吴大峻; traditional Chinese: 吳大峻; pinyin: Wú Dàjùn, December 1, 1933 – July 19, 2024) was a Chinese-born American physicist and writer well known for his contributions to high-energy nuclear physics and statistical mechanics. He was married to famed experimental physicist Sau Lan Wu.
Wen-Tsun Wu - MacTutor History of Mathematics Archive
2017年5月7日 · Wen-Tsun Wu was a Chinese mathematician who worked in topology and computer mathematics. Wen-Tsun Wu was born in Shanghai and he was brought up in that city. He studied mathematics at Chiao-Tung University, Shanghai during a particularly difficult period since war broke out between China and Japan in 1937.
Tai Tsun Wu (1933-2024) | Department of Physics - Harvard …
2024年7月23日 · He was known for his groundbreaking research in both perturbative quantum field theory and in statistical physics. Tai’s doctoral thesis, written with Professor Ronald King at Harvard when he was only 22 years old established him as an extraordinary master of antenna theory for electromagnetic waves.
Wen-Tsun Wu: His Life and Legacy - ACM Digital Library
2017年10月10日 · Professor Wen-Tsun Wu passed away on May 7, 2017, a few days ahead of his 98th birthday. Wu is one of the most influential Chinese mathematicians and computer scientists. In his early years, he made fundamental contributions to algebraic topology.
About Wu Wen-Tsun-Wu Wen-Tsun Center of Mathematical …
Wu Wenjun (Wen-Tsun Wu) is one of the most influential Chinese mathematicians in the world. He made fundamental contributions to topology, one of the core areas of mathematics, and pioneered...
Professor Wen-Tsun Wu passed away on May 7, 2017, a few days ahead of his 98th birthday. Wu is one of the most in uential Chinese mathematicians and computer scientists. In his early years, he made fundamental contributions to algebraic topology.
Tai Tsun Wu | Physics Today | AIP Publishing
2024年11月21日 · Tai Tsun Wu, a distinguished theoretical physicist and professor of physics and applied physics at Harvard University, passed away on 19 July 2024 in Palo Alto, California. He was 90 years old. Wu was known for his groundbreaking research in antenna theory, statistical physics, and perturbative quantum field theory.
Wen-tsun Wu - 北京大学数学科学学院
吴文俊 研究员,1949年获法国国家博士学位,1957年当选为中国科学院院士,1991年当选为第三世界科学院院士。 现任中国科学院系统科学研究所名誉所长。 曾任中国科学院数理学部主任、中国数学会理事长、第五至第八届全国政协常委。 他在拓扑学、自动推理、机器证明、代数几何、中国数学史、对策论等研究领域均有杰出贡献,在国内外享有盛誉。...
Wen-tsun wu's academic career and contributions - ScienceDirect
2009年5月1日 · Ultimately, Wu found successful applications to imbedding problems which are typically of topological but non-homotopic character. Wu introduced the notion of imbedding classes, and established a theory of imbedding, immersion, and isotopy of polyhedra in Euclidean spaces which was published in book form later in 1965.
Selected works of Wen-Tsun Wu / Wen-Tsun Wu. - Penn State …
This important book presents all the major works of Professor Wen-Tsun Wu, a widely respected Chinese mathematician who has made great contributions in the fields of topology and computer mathematics throughout his research career.
Wen-tsun Wu – Neglected Science
2017年5月7日 · Wen-tsun Wu, Chinese mathematician (Shanghai 12 May 1919 – Beijing 07 May 2017) ACHIEVEMENTS. Discovered Wu classes and Wu formulas (1950) Introduced the notion of imbedding classes. Introduced immersion and isotopic classes. Discovered Adem-Wu relations (1952) independently
International Forum on Mathematics and History of Mathematics
Wu Wenjun (Wen-Tsun Wu) is one of the most influential Chinese mathematicians in the world. He made fundamental contributions to topology, one of the core areas of mathematics, and pioneered...
International Symposium on Wen-Tsun Wu's Academic Thought …
2020年3月18日 · Professor Wen-Tsun Wu is one of the most internationally influential mathematicians in China, who brought far-reaching influence on both mathematics and computer research by his great contributions to the field of topology and the opening of the new area of Mathematics Mechanization.
Selected Works of Wen-Tsun Wu - World Scientific Publishing Co …
This important book presents all the major works of Professor Wen-Tsun Wu, a widely respected Chinese mathematician who has made great contributions in the fields of topology and computer mathematics throughout his research career.
Ancient Chinese Mathematics in Action: Wu Wen-Tsun's …
2020年10月1日 · The article attempts to theoretically explain the origins of the nationalist and historicist turn of the Chinese mathematician Wu Wen-Tsun (born 1919). Wu returned to China from France in 1951 as an internationally recognized expert on algebraic topology, but his career was frustrated by political disruption and isolation from international ...
Tai Tsun Wu | IEEE Xplore Author Details
Tai Tsun Wu was born in Shanghai, China, on December 1, 1933. He received the B.S. degree in electrical engineering from the University of Minnesota in 1953, and the S.M. and Ph.D. degrees in applied physics from Harvard University, Cambridge, MA, in 1954 and 1956, respectively.
A brief introduction to Wen-Tsun Wu's academic career
2012年6月1日 · Professor Wen-Tsun Wu passed away on May 7, 2017, a few days ahead of his 98th birthday. Wu is one of the most influential Chinese mathematicians and computer scientists. In his early years, he made fundamental contributions to algebraic topology.
Selected Works of Wen-Tsun Wu - Google Books
This important book presents all the major works of Professor Wen-Tsun Wu, a widely respected Chinese mathematician who has made great contributions in the fields of topology and computer...
Wenjun Wu, 1919-2017 - Quantum Calculus
2017年11月4日 · Just as a reminder, the Wu characteristic of a simplicial complex G is the sum $\sum_ {x \sim y} \omega (x) \omega (y)$, where $\omega (x)= (-1)^ { {\rm dim} (x)}$ and $x \sim y$ means that the sets $x$ and $y$ intersect. The Euler characteristic $\sum_ {x} \omega (x)$ is the linear version.