Wu Wenjun

Wu Wenjun
Born(1919-05-12)12 May 1919
Died7 May 2017(2017-05-07) (aged 97)
Alma materShanghai Jiao Tong University
University of Strasbourg
AwardsShaw Prize in Mathematics (2006)
Highest Science and Technology Award (2000)
Scientific career
FieldsMathematics
Doctoral advisorCharles Ehresmann
Chinese name
Traditional Chinese吳文俊
Simplified Chinese吴文俊
Transcriptions
Standard Mandarin
Hanyu PinyinWú Wénjùn
Wade–GilesWu Wen-chün

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.

Biography

Wu's ancestral hometown was Jiashan, Zhejiang. He was born in Shanghai in 1919.[1]: 81 

Wu graduated from Shanghai Jiao Tong University in 1940. In 1945, he taught several months at Hangchow University (later merged into Zhejiang University) in Hangzhou.

In 1947, he went to France for further study at the University of Strasbourg. In 1949, he received his PhD from that university,[1]: 81  for his thesis Sur les classes caractéristiques des structures fibrées sphériques, written under the direction of Charles Ehresmann. Afterwards, he did some work in Paris with René Thom and discovered the Wu class and Wu formula in algebraic topology.

In 1951 he was appointed to a post at Peking University. However, Wu may have been among a wave of recalls of Chinese academics working in the West following Chiang Kai-shek's ouster from the mainland in 1949, according to eyewitness testimony by Marcel Berger, as he disappeared from France one day, without saying a word to anyone.[2] He returned to China in 1951.[1]: 81 

Honors and awards

In 1957, he was elected as an academician of the Chinese Academy of Sciences. In 1986 he was an Invited Speaker of the ICM in Berkeley.[3] In 1990, he was elected as an academician of The World Academy of Sciences (TWAS).

Along with Yuan Longping, he was awarded the State Preeminent Science and Technology Award by President Jiang Zemin in 2000, when this highest scientific and technological prize in China began to be awarded. He also received the TWAS Prize in 1990[4] and the Shaw Prize in 2006. He was the President of the Chinese society of mathematics. He died on 7 May 2017, 5 days before his 98th birthday.[5]

Research

The research of Wu includes the following fields: algebraic topology, algebraic geometry, game theory, history of mathematics, automated theorem proving. His most important contributions are to algebraic topology. The Wu class and the Wu formula are named after him. In the field of automated theorem proving, he is known for Wu's method. Wu's is generally viewed as a pioneer of early artificial intelligence research.[1]: 81 

He was also active in the field of the history of Chinese mathematics. He was the chief editor of the ten-volume Grand Series of Chinese Mathematics, covering the time from antiquity to late part of the Qin dynasty.

In the 1970s, Wu studied ancient Chinese mathematics and concluded that traditional Chinese disciplinary practices differed from the axiomatic mathematics that originated in Greece.[1]: 80  In Wu's view, Chinese mathematics were highly systemized and practical, which contrasted with the logic approach which is at the core of Western geometry.[1]: 80  Rather than a focus on theorems, ancient Chinese mathematics emphasized precise and simple problem solving derived from the need to solve practical tasks of administration like dividing fields and calculating food rations.[1]: 80 

Wu contended that the binary system attributed to Gottfried Wilhelm Leibniz is an imitation of a systemic understanding of reasoning that Chinese scholars had been working with for centuries previously.[1]: 82  Leibniz had corresponded extensively with Chinese missionaries in China.[1]: 82 

Publications

  • Wen-Tsun, Wu:Rational Homotopy Type: A Constructive Study Via the Theory of the I*-Measure ISBN 0-387-13611-8
  • Wen-tsun, Wu & Min-de, Cheng, CHINESE MATHEMATICS INTO THE 21ST CENTURY
  • Wen-tsun, Wu, A THEORY OF IMBEDDING IMMERSION AND ISOTOPY OF POLYTOPES IN A EUCLIDEAN SPACE
  • Wen-tsun, Wu, Mechanical Theorem Proving in Geometries. ISBN 3211825061
  • Wen-Tsun, Wu; Georges Reeb: Sur Les Espaces Fibrés Et Les Variétés Feuilletées
  • SELECT WORKS OF WEN-TSUN WU ISBN 9789812791078
  • Wen-tsun, Wu: Mathematics Mechanization: Mechanical Geometry Theorem-Proving, Mechanical Geometry Problem-Solving and Polynomial Equations-Solving ISBN 0-7923-5835-X
  • Wen-Tsun, Wu, and Hu Guo-Ding, eds, Computer Mathematics ISBN 9810215282 .

References

  1. ^ a b c d e f g h i Bachulska, Alicja; Leonard, Mark; Oertel, Janka (2 July 2024). The Idea of China: Chinese Thinkers on Power, Progress, and People (EPUB). Berlin, Germany: European Council on Foreign Relations. ISBN 978-1-916682-42-9. Archived from the original on 17 July 2024. Retrieved 22 July 2024.
  2. ^ Katz, Mikhail G. (2007). Systolic geometry and topology. Mathematical Surveys and Monographs. Vol. 137. Providence, R.I.: American Mathematical Society. p. 19. ISBN 978-0-8218-4177-8..
  3. ^ Wu, Wen-tsün (2008). "Recent studies of the history of Chinese mathematics". In: Selected Works Of Wen-Tsun Wu. World Scientific. pp. 273–283. ISBN 9789812791085.
  4. ^ "Prizes and Awards". The World Academy of Sciences. 2016.
  5. ^ Zhang, Guo (7 May 2017). "首届国家最高科技奖得主、著名数学家吴文俊逝世,享年98岁". The Paper. Retrieved 15 July 2018.

Read other articles:

Bagian dari seriSosialisme Perkembangan Sejarah sosialisme Perdebatan kalkulasi sosialis Ekonomi sosialis Gagasan Penghitungan dalam barang Kepemilikan kolektif Koperasi Kepemilikan bersama Demokrasi ekonomi Perencanaan ekonomi Kesetaraan kesempatan Asosiasi bebas Demokrasi industri Model masukan-keluaran Internasionalisme Kupon kerja Keseimbangan material Ekonomi sejawat ke sejawat(Ekonomi berbagi) Produksi untuk penggunaan Kepemilikan negara Manajemen mandiri Dividen sosial Kepemilikan sosi...

 

Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Klaten kota – berita · surat kabar · buku · cendekiawan · JSTOR Kota KlatenIbu kota kabupatenAlun-Alun Klaten.Negara IndonesiaProvinsiJawa TengahKecamatan3 kecamatanLuas • Total36,78...

 

Jack London's San Francisco Stories Book cover (paperback)AuthorJack London, Matthew Asprey (editor), Rodger Jacobs (preface)CountryAustraliaLanguageEnglishGenreAmerican Literature anthologyPublisherSydney Samizdat PressPublication date2010Media typePrint (paperback)Pages312 ppISBN1-4538-4050-8 Jack London's San Francisco Stories is an anthology of Jack London short stories set in the San Francisco Bay Area. The book was edited by Matthew Asprey. The preface is a reprint of Rodger Jacobs...

Пример включения нонода в качестве квадратурного частотного дискриминатора Нонод типа 6Л1П производства СССР Ноно́д (другие названия - эннео́д, гептагри́д) — электронная лампа с девятью электродами — анодом, катодом, и семью сетками. Подобные лампы создавались для...

 

هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (مارس 2018) مقاطعة برودواتر     الإحداثيات 46°20′N 111°30′W / 46.33°N 111.5°W / 46.33; -111....

 

En droit français, l'homicide peut avoir plusieurs qualifications juridiques différentes, selon l'intentionnalité et les circonstances de l'infraction. En terme général, l'homicide désigne l'action de tuer un être humain, qu’elle soit volontaire ou non. Homicide volontaire Dans le cas de l'homicide volontaire, on distingue le meurtre, sans préméditation, de l'assassinat, lorsque l'homicide est prémédité. Tous deux sont des crimes, passibles de la cour d'assises. Meurtre Article ...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Desember 2023. Ini adalah nama Jepang, nama keluarganya adalah Wada. Wada EisakuNama asal和田英作Lahir(1874-12-23)23 Desember 1874Tarumizu, Prefektur KagoshimaMeninggal3 Januari 1959(1959-01-03) (umur 84)Shimizu, Prefektur ShizuokaKebangsaanJepangDiken...

 

Mesjid Al-ImamAgamaAfiliasiIslamKepemimpinanWakafLokasiLokasiKecamatan Lengayang, Kabupaten Pesisir Selatan, Provinsi Sumatera Barat IndonesiaArsitekturTipeMasjidGaya arsitekturMinangkabau tradisionalSpesifikasiKapasitas300 orangLuas interior306 m2Menara1 Masjid Al-Imam Koto Baru merupakan salah satu masjid tertua di Kabupaten Pesisir Selatan.[1][2] Masjid ini tepatnya beralamat di Kampung Balai Kamis, Nagari Kambang, Kecamatan Lengayang, Kabupaten Pesisir Selatan, Provinsi Su...

 

2011 single by Mary J. Blige featuring Diddy & Lil WayneSomeone to Love Me (Naked)Single by Mary J. Blige featuring Diddy & Lil Waynefrom the album My Life II... The Journey Continues (Act 1) ReleasedMarch 29, 2011 (2011-03-29)Recorded2010Genre R&B hip hop soul Length3:33Label Matriarch Geffen Songwriter(s) Jerry Duplessis Leroy Watson Dwayne Carter Sean Combs Mary J. Blige Bettye Crutcher David Porter Ronald Williams Producer(s)Jerry WonderArden AltinoMary J. Blige...

List of great powers from the early modern period to the post cold war era This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: List of modern great powers – news · newspapers · books · scholar · JSTOR (February 2023) (Learn how and when to remove this message) Great powers are often recognized in an internationa...

 

Duke of Zähringen Berthold VEquestrian seal of Berthold V, dated 1187.[1]Duke of ZähringenReign1186 – 18 February 1218PredecessorBerthold IVSuccessorLands divided between Kyburg and Urach; Bern became a free imperial city.Born1160Died18 February 1218 (aged 57–58)Freiburg im BreisgauBurialFreiburg Minster, Freiburg im BreisgauIssueDied without issueHouseHouse of ZähringenFatherBerthold IVMotherHeilwig of Frohburg Berthold V, Duke of Zähringen (1160 – 18 February 1218 in Freib...

 

201 401 Pulo Gadung Halte TransjakartaTampak luar Halte Transjakarta Pulogadung setelah direvitalisasiLetakKotaJakarta TimurDesa/kelurahanPulogadung, PulogadungKodepos13260AlamatTerminal PulogadungKoordinat6°11′00″S 106°54′32″E / 6.183291°S 106.909009°E / -6.183291; 106.909009Koordinat: 6°11′00″S 106°54′32″E / 6.183291°S 106.909009°E / -6.183291; 106.909009Desain HalteStruktur BRT, median jalan bebas 1 tengah Pintu ...

Staphylococcus aureus PenyakitBintit Pewarnaan GramGram-positif TaksonomiSuperdomainBiotaDomainBacteriaKerajaanBacillatiFilumBacillotaKelasBacilliOrdoCaryophanalesFamiliStaphylococcaceaeGenusStaphylococcusSpesiesStaphylococcus aureus Rosenbach, 1884 lbs Staphylococcus aureus (S. aureus) adalah bakteri gram positif yang menghasilkan pigmen kuning, bersifat anaerob fakultatif, tidak menghasilkan spora, dan tidak motil, umumnya tumbuh berpasangan maupun berkelompok, dengan diameter sekitar 0,8�...

 

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (مارس 2016) طواف إسبانيا 1995 السلسلة طواف إسبانيا  التاريخ 2 - 24 سبتمبر التاريخ بداية:2 سبتمبر 1995  نهاية:24 سبتمبر 1995...

 

Brand of Polish rye vodka For other uses, see Belvedere (disambiguation). Belvedere VodkaTypeVodkaManufacturerPolmos ŻyrardówCountry of origin PolandIntroduced1993Alcohol by volume 40%Proof (US)80Related productsList of vodkasWebsitewww.belvederevodka.com  Belvedere Vodka is a brand of Polish rye vodka produced and distributed by LVMH.[1] It is named after Belweder, the Polish presidential palace in Warsaw, whose illustration appears on its bottles. It is produced in...

泰国陆军元帅他侬·吉滴卡宗ถนอม กิตติขจรPChW SR MPCh MWM第10任泰國總理任期1963年12月9日—1973年10月14日君主拉玛九世前任沙立·他那叻元帥继任訕耶·探瑪塞任期1958年1月1日—1958年10月20日君主拉玛九世前任乃朴·沙拉信继任沙立·他那叻元帥第32任泰國國防部長任期1957年9月23日—1973年10月14日前任鑾披汶·頌堪继任他威·尊拉塞(英语:Dawee Chullasapya) 个人资料出...

 

لاس غيلمعلومات عامةالمكان هرجيسا البلد  صوماليلاند الإحداثيات 9°46′49″N 44°26′36″E / 9.7803°N 44.4433°E / 9.7803; 44.4433 تعديل - تعديل مصدري - تعديل ويكي بياناترسومات جدارية قبتاريخية بكهوف لاس غيل جزء من سلسلة حول تاريخ الصومال ماقبل التاريخ لاس غيل دامبالين العصر القديم بل...

 

Russian revolutionary anarchist and philosopher (1814–1876) Bakunin redirects here. For others with this surname, see Bakunin (surname). For the 1937 book by E. H. Carr, see Bakunin (biography). For the Soviet politician, see Nikolai Bukharin. In this name that follows Eastern Slavic naming customs, the patronymic is Alexandrovich and the family name is Bakunin. Mikhail BakuninBornMikhail Alexandrovich Bakunin(1814-05-30)30 May 1814 (N.S.)Pryamukhino, Tver Governorate, Russian Empire (p...

PWHL ice hockey team in Minneapolis-St. Paul PWHL MinnesotaCitySaint Paul, MinnesotaLeaguePWHLFoundedAugust 29, 2023 (2023-08-29)Home arenaXcel Energy CenterColorsPurple, black, white     Owner(s)Mark Walter GroupGeneral managerKen Klee (acting)Head coachKen KleeCaptainKendall Coyne SchofieldWebsiteminnesota.thepwhl.comChampionshipsPlayoff championshipsWalter Cup 1 (2023–24) Current season PWHL Minnesota is a professional ice hockey team based in Saint Pau...

 

此條目可参照英語維基百科相應條目来扩充。若您熟悉来源语言和主题,请协助参考外语维基百科扩充条目。请勿直接提交机械翻译,也不要翻译不可靠、低品质内容。依版权协议,译文需在编辑摘要注明来源,或于讨论页顶部标记{{Translated page}}标签。 君特·吕特晏斯吕特晏斯上校时期 昵称Pee Ontgens出生(1889-05-25)1889年5月25日德意志帝国黑森-拿骚省威斯巴登逝世1941年5月27日�...