Su Buqing

Su Buqing, also spelled Su Buchin (simplified Chinese: 苏步青; traditional Chinese: 蘇步青; September 23, 1902 – March 17, 2003), was a Chinese mathematician, educator and poet. He was the founder of differential geometry in China, and served as president of Fudan University and honorary chairman of the Chinese Mathematical Society.[1][2]

Early life

Su was born in Pingyang County, Zhejiang Province in 1902, with ancestry from Quanzhou.

Su's academic journey began in 1911 when he transferred to the First Primary School in Pingyang County and was subsequently admitted to the Zhejiang Provincial Tenth Middle School in 1914. In 1919, Su was offered a scholarship by the principal of his middle school to study in Japan. Su successfully passed the entrance examination for Tokyo Higher Technical College in February 1920 and enrolled in the Department of Electrical Engineering where he graduated from in March 1924. After that, he was admitted to the Department of Mathematics of Tohoku Imperial University in Japan and graduated in 1927. Under the supervision of Tadahiko Kubota, Su received his Ph.D. from the university in 1931 for dissertation entitled The relation between affine and projective differential geometry.[3]

During his time in Tohoku Imperial University, Su met and married Yonako Matsumoto in 1928.

Career

After returning to China, he first served as a professor and dean at Zhejiang University (he established the Chen-Su School with Chen Jiangong). When universities across China underwent reorganization in 1952, Su and his students from Zhejiang University's Department of Mathematics relocated to Fudan University where he initially served as the Provost and later became the honorary President of Fudan University in 1978.

He was honorary chairman of the Chinese Mathematical Society (CMS) and elected to Academia Sinica and the Chinese Academy of Sciences in 1948 and 1955 respectively.

In 1985, the Propaganda Department of the Zhejiang Provincial Party Committee appointed Su as the honorary President of Wenzhou University. Additionally, he provided guidance and supervision in the establishment of the Shanghai Society of Industrial and Applied Mathematics in 1989 and the China Society of Industrial and Applied Mathematics (CSIAM) in 1990, serving as a consultant for the latter.

Some other positions Su held included member of the sixth (1983–88) and later vice chairman of the seventh and eighth (1988–98) National Committee of the Chinese People's Political Consultative Conference (CPPCC), honorary chairman of the China Democratic League Central Committee (1997), and Conference and deputy to the National People's Congress (NPC).

Research

Praised commonly in mathematical field as the "first geometer in the orient",[3] Su was engaged in research, teaching and education in differential geometry and computational geometry. In his early years, he made excellent contributions to affine differential geometry and projective differential geometry. He obtained extraordinary achievements in general space differential geometry, conjugating net theory in higher-dimensional space and computer aided geometry design.

Su's research on general surfaces led to the discovery of quartic algebraic surfaces of the third order. In recognition of his achievements, a geometric shape known as the "Su-cone" was named after him. In the 1940s, he made notable contributions to the theory of K-spreads, involving families of K-dimensional manifolds in space.

Throughout his career, Su authored over 160 mathematical papers published in both domestic and international journals.[4] He also wrote more than 20 monographs and textbooks on topics such as projective curves, projective surfaces, and affine differential geometry. Su's main papers are included in Selected Works of Buqing Su (1991). Notable among his works are "The General Projective Theory of Curves," (English translation 1958) "Affine Differential Geometry," (English translation 1983) and "Computational Geometry, Curve and Surface Modeling," (Chinese 1980; English edition 1989) co-authored with Dingyuan Liu.

Honors and awards

Su won the second prize of the first National Natural Science Award in 1956 for his work on "Geometry of K-spread Space and General Metric Space, Projective Curve Theory."

In 1978, his work, A Program of Hull Lofting, won the National Science Conference Award.

Su won the second prize of the first National Science and Technology Progress Award in 1985 for his collaborative effort on "A Production Process of the Hull Form by the Curved-Surface Method."

In 2001, the book, Geometry and Nonlinear Partial Differential Equations, which presents the proceedings of a conference on geometry and nonlinear partial differential equations, dedicated to Su in honor of his one-hundredth birthday.[5]

In August 2003, the International Council for Industrial and Applied Mathematics (ICIAM) established the "ICIAM Su Buqing Award" in recognition to contributions to the application of mathematics in economic growth and human development. Furthermore, the Chinese Society for Industrial and Applied Mathematics (CSIAM) established the "CSIAM Su Buqing Applied Mathematics Award" in 2004.

Asteroid 297161 Subuchin, discovered by astronomers of the PMO NEO Survey Program in 2008, was named in his memory.[2] The official naming citation was published by the Minor Planet Center on 8 November 2019 (M.P.C. 118221).[6]

Publications

  • Buqing, Su. (1958). The General Projective Theory of Curves: She Ying Qu Xian Gai Lun. Peking: Science Press. Print.
  • Buqing, Su. (1983). Affine Differential Geometry. Beijing, China: Science Press. Print. ISBN 978-0-677-31060-2 (Gordon and Breach)
  • Buqing, Su & Ding-Yuan, Liu. (1989). Computational Geometry: Curve and Surface Modeling. Academic Press. ISBN 978-0-12-675610-4. doi:10.1016/B978-0-12-675610-4.50013-5
  • Buqing, Su. (1991). Selected Works of Buqing Su. ISBN 7-5341-0383-5.

References

  1. ^ "Su Buqing, CAS Member and Mathematician, Passes Away" (Press release). Chinese Academy of Sciences. March 19, 2003. Archived from the original on September 27, 2007. Retrieved May 9, 2008.
  2. ^ a b "(297161) Subuchin". Minor Planet Center. Retrieved November 21, 2019.
  3. ^ a b "提示信息".
  4. ^ "Y Han. Su Buqing: A life of wind and rain as "geometry". Chinese Journal of Science People. 4th Edition". news.sciencenet.cn. Retrieved June 20, 2023.
  5. ^ Chen, Shuxing; Yau, S.-T. (September 3, 2002). Geometry and Nonlinear Partial Differential Equations. AMS/IP Studies in Advanced Mathematics. Vol. 29. American Mathematical Society. doi:10.1090/amsip/029. ISBN 978-0-8218-3294-3.
  6. ^ "MPC/MPO/MPS Archive". Minor Planet Center. Retrieved November 21, 2019.

Read other articles:

Paul HoganAMHogan di Konser Amal Kerajaan pada tahun 1980Lahir8 Oktober 1939 (umur 84)Sydney, New South Wales, AustraliaPekerjaanAktorproduserpenulispelawakpembawa acara televisiTahun aktif1971–sekarangSuami/istriNoelene Edwards(m. 1958; div. 1981)(m. 1982; div. 1989)[1] Linda Kozlowski ​ ​(m. 1990; div. 2014)​[2]Anak6 Paul Hogan AM (lahir 8 Oktober 1939) adalah seorang aktor, pelawak, produser film, pembawa acara te...

 

Colloquialism for Jewish New Year holiday, 10 Days of Awe, Repentance and Atonement For other uses, see High Holy Days (disambiguation). See also: Jewish holidays Ashkenazi-style shofar. The shofar is used during the High Holy Days. In Judaism, the High Holy Days, also known as High Holidays or Days of Awe (Yamim Noraim; Hebrew: יָמִים נוֹרָאִים, Yāmīm Nōrāʾīm) consist of: strictly, the holidays of Rosh Hashanah (Jewish New Year) and Yom Kippur (Day of Atonement); by exte...

 

GerakanPetaniSipil BoerBurgerBewegingPemimpinCaroline van der PlasKetua umumErik SteginkKetua fraksi di SenatIlona LagasKetua fraksi di DPRCaroline van der PlasDibentuk1 November 2019Kantor pusatSmeenkhof 12d, Colmschate (Deventer)Ideologipertanian, pedesaanWarnajeruk nipisDewan Perwakilan Rakyat7 / 150 Senat16 / 75 Negara bagian-Provinsional138 / 572 Parlemen Eropa0 / 29 Situs webboerburgerbeweging.nl GerakanPetaniSipil (bahasa Belanda: BoerBurgerBeweging, BBB) adalah partai politik di Belan...

Qri

QriQri in 2017Nama asal이지현LahirLee Ji-hyun12 Desember 1986 (umur 37)Goyang, South KoreaNama lainQriPekerjaanSingeractressKarier musikGenre K-pop R&B Electropop InstrumenVocalsBassTahun aktif2009–sekarangLabelMBK EntertainmentArtis terkait T-ara QBS Korean nameHangul큐리 Alih AksaraKyuriMcCune–ReischauerK'yuriNama lahirHangul이지현 Hanja李智賢 Alih AksaraI Ji-hyeonMcCune–ReischauerYi Chi-hyŏn Lee Ji Hyun (bahasa Korea: 이지현; Lahir 12 Desember, ...

 

Сунь Ятсен — автор «трёх народных принципов» Три народных принципа (доктрина Саньминь, кит. трад. 三民主義, упр. 三民主义, пиньинь Sān Mín Zhǔyì, палл. сань минь чжуи) — политическая доктрина, разработанная китайским политиком и философом Сунь Ятсеном. Часть политической �...

 

New KLI building in Klosterneuburg The Konrad Lorenz Institute for Evolution and Cognition Research (KLI) is an international center for advanced studies in the life and sustainability sciences. It is a Home to Theory that Matters that supports the articulation, analysis, and integration of theories in biology and the sustainability sciences, exploring their wider scientific, cultural, and social significance. The institute is located in Klosterneuburg, near Vienna, Austria. Until 2013, the i...

Agostino ValliniVikar Jenderal RomaPenunjukan27 Juni 2008PendahuluCamillo RuiniJabatan lainKardinal-Imam San Pier Damiani ai Monti di San PaoloImam Agung Basilika Agung Santo Yohanes LateranAnggota Dewan bagi EkonomiImamatTahbisan imam19 Juli 1964oleh Vittorio LongoTahbisan uskup13 Mei 1989oleh Michele GiordanoPelantikan kardinal24 Maret 2006oleh Benediktus XVIPeringkatKardinal-ImamInformasi pribadiLahir17 April 1940 (umur 84)Poli, Lazio, ItaliaKewarganegaraanItaliaDenominasiKa...

 

CampinenseCalcio Raposa, Rubro-Negro Paraibano, Clube Cartola, Raposa Feroz Segni distintiviUniformi di gara Casa Trasferta Colori sociali Rosso, nero SimboliVolpe Dati societariCittàCampina Grande Nazione Brasile ConfederazioneCONMEBOL Federazione CBF CampionatoSérie C Fondazione1915 Presidente Danylo Maia Allenatore Flávio Araújo StadioO Amigão(45 000 posti) PalmarèsTrofei nazionali22 Campionati Paraibani1 Coppe del Nordest Si invita a seguire il modello di voce Il Campinens...

 

معبد تحتمس الثالث أطلال معبد تحتمس الثالث في الدير البحريأطلال معبد تحتمس الثالث في الدير البحري الموقع الدير البحري، الأقصر،  مصر المنطقة مصر العليا إحداثيات 25°44′17″N 32°36′21″E / 25.737917°N 32.605972°E / 25.737917; 32.605972   النوع معبد جنائزي الباني تحتمس الثالث الفترات ...

أنستيد     الإحداثيات 38°08′10″N 81°06′07″W / 38.136111111111°N 81.101944444444°W / 38.136111111111; -81.101944444444   [1] تاريخ التأسيس 1873  تقسيم إداري  البلد الولايات المتحدة[2]  التقسيم الأعلى مقاطعة فاييت  خصائص جغرافية  المساحة 4.309535 كيلومتر مربع4.309533 كيلومتر مربع (1...

 

Seventh and last King of Rome Lucius Tarquinius SuperbusLucius Tarquinius Superbus, 16th-century depiction published by Guillaume RouilléKing of RomeReign534–509 BCPredecessorServius TulliusSuccessorLucius Junius Brutus, Lucius Tarquinius Collatinus as ConsulsBornRomeDied495 BCCumaeSpouseTullia MajorTullia MinorIssueTitus TarquiniusArruns TarquiniusSextus TarquiniusFatherLucius Tarquinius Priscus (possibly grandfather)MotherTanaquil Lucius Tarquinius Superbus (died 495 BC) was the legendar...

 

Para el hijo del emperador Guillermo II, véase Augusto Guillermo de Prusia (1887-1949). Augusto Guillermo de Prusia Príncipe de Prusia Augusto Guillermo de Prusia.Información personalNacimiento 9 de agosto de 1722Berlín, PrusiaFallecimiento 12 de junio de 1758 (35 años)Oranienburg, PrusiaSepultura Catedral de BerlínFamiliaCasa real Dinastía HohenzollernPadre Federico Guillermo IMadre Sofía Dorotea de Gran BretañaConsorte Luisa Amalia de Brunswick-WolfenbüttelHijos Federico Guillerm...

Musgrave ParkMusgrave Park in South BrisbaneLocationBrisbane, Queensland, AustraliaArea6.3 hectares (16 acres)[1]Created1856 Musgrave Park is a park in South Brisbane, Queensland, Australia. The park is bordered by Edmonstone, Russell, and Cordelia Streets, and Brisbane State High School, and has an area of 63,225 square metres (680,550 sq ft).[1] The park is of cultural significance to Aboriginal Australians. The park and the former bowls clubhouse (now used as a c...

 

The remaining nuclide left over from radioactive decay 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: Decay product – news · newspapers · books · scholar · JSTOR (December 2007) (Learn how and when to remove this message) Nuclear physics Nucleus Nucleons p n Nuclear matter Nuclear force Nuclear structure Nu...

 

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 Januari 2023. Marielle Franco AnggotaDewan Kota Rio de JaneiroMasa jabatan1 Januari 2017 – 14 Maret 2018 Informasi pribadiLahirMarielle Francisco da Silva(1979-07-27)27 Juli 1979Rio de Janeiro, Rio de Janeiro, BrasilMeninggal14 Maret 2018(2018-03-14) (umu...

Bagian dari seriAgama Mesir Kuno Kepercayaan Alam baka Duat Ma'at Mitologi Numerologi Filsafat Jiwa Praktik Pemakaman Formula pelayanan Kuil Dewa-Dewi Amun Amunet Anhur Anubis Anuket Apep Apis Aten Atum Bastet Bat Bes Empat putra Horus Geb Hapi Hathor Heka Hemsut Heqet Horus Isis Kek Khepri Khnum Khonsu Maahes Ma'at Mafdet Medjed Mehit Menhit Meretseger Meskhenet Monthu Min Mnevis Mut Neith Nekhbet Nephthys Nu Nut Osiris Pakhet Ptah Qebui Ra Ra-Horakhty Raet-Tawy Reshep Satis Sekhmet Seker Se...

 

Konrad DudenLe proviseur Konrad Duden (années 1880).FonctionGeheimer RatBiographieNaissance 3 janvier 1829Gut Bossigt (d)Décès 1er août 1911 (à 82 ans)SonnenbergNom de naissance Konrad Alexander Friedrich DudenNationalité prussienneFormation Université rhénane Frédéric-Guillaume de BonnUniversité de MarbourgActivités Lexicographe, linguiste, écrivainAutres informationsMembre de Bonner Wingolf (d)Plaque commémorativemodifier - modifier le code - modifier Wikidata Troisième ...

 

Cet article est une ébauche concernant une commune de la Somme. Vous pouvez partager vos connaissances en l’améliorant (comment ?). Le bandeau {{ébauche}} peut être enlevé et l’article évalué comme étant au stade « Bon début » quand il comporte assez de renseignements encyclopédiques concernant la commune. Si vous avez un doute, l’atelier de lecture du projet Communes de France est à votre disposition pour vous aider. Consultez également la page d’aide à...

Coppa del mondo di canottaggioRowing World CupSport Canottaggio FederazioneFISA OrganizzatoreFederazione Internazionale Canottaggio CadenzaAnnuale Sito InternetRowing World Cup StoriaFondazione1997 Modifica dati su Wikidata · ManualeLa Coppa del mondo di canottaggio (ingl. Rowing World Cup) è la competizione di livello mondiale dello sport del canottaggio, che si disputa annualmente dal 1997. Struttura La coppa del mondo è strutturata su tre prove annuali (tranne nel 2001 allorché se...

 

Styles of art associated with periods of time and/or locations of artistic activity History of art Periods and movements Prehistoric Ancient Medieval Pre-Romanesque Romanesque Gothic Renaissance Mannerism Baroque Rococo Neoclassicism Revivalism Romanticism Realism Pre-Raphaelites Modern Impressionism Symbolism Decorative Post-Impressionism Art Nouveau Fauvism Expressionism Cubism Contemporary Postmodern Conceptualism Pop Minimalism RegionsArt of the Middle East Mesopotamian Egyptian Hittite P...