BibScout - Segre, Corrado Translate this page corrado segre. - Roma Cremonese, 19XX Bibliotheken. Erstellt von BibScouttäglich aktualisiert. Verbund Bayern. Thema. segre, corrado. Schlagworte http://titan.bsz-bw.de/bibscout/SA-SP/SF1000-SF9900/SF7310-SF8255/SF.7800
The Mathematics Genealogy Project - Corrado Segre According to our current online database, corrado segre has 3 students and 6descendants. We welcome any additional information. http://www.genealogy.math.ndsu.nodak.edu/html/id.phtml?id=43283
The Mathematics Genealogy Project - Update Data For Corrado Segre If you have Mathematics Subject Classifications to submit for an entire group ofindividuals (for instance all those that worked under a particular advisor) http://www.genealogy.math.ndsu.nodak.edu/html/php/submit-update.php?id=43283
Italian School Of Algebraic Geometry: Information From Answers.com Bertini, Campedelli, Guido Castelnuovo, Oscar Chisini, Federigo Enriques, DeFranchis, Del Pezzo, Beniamino segre, corrado segre, Francesco Severi, http://www.answers.com/topic/italian-school-of-algebraic-geometry
Extractions: showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Italian school of algebraic geometry Wikipedia Italian school of algebraic geometry In relation with the history of mathematics , the Italian school of algebraic geometry refers to the work over half a century or more (flourishing roughly 1885-1935) done internationally in birational geometry , particularly on algebraic surfaces . There were in the region of 30 to 40 leading mathematicians who made major contributions; about half of those being in fact Italian. There is no question that the leadership fell to the group in Rome of Guido Castelnuovo Federigo Enriques and Francesco Severi ; who were involved in some of the deepest discoveries, as well as setting the style. The fashion and foundational attitude changed in algebraic geometry from 1950 onwards, leading to an axiomatisation and some acrimony as to the status of some results. For a while it may have seemed that the tradition of the Italian school would possibly be lost, in the sense that the old papers had become hard to read for the new generation of geometers. The essentials were in fact transmitted, in particular through Zariski 's students; and some of the areas opened up, such as
Guido Castelnuovo: Information From Answers.com After his graduation, he sent one of his papers to corrado segre, whose replieshe found In Turin Castelnuovo was strongly influenced by corrado segre. http://www.answers.com/topic/guido-castelnuovo
Extractions: showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Guido Castelnuovo Wikipedia Guido Castelnuovo Guido Castelnuovo 14 August Venice 27 April Rome ) was an Italian Jewish mathematician . His father, Enrico Castelnuovo , was a novelist and campaigner for the unification of Italy. Castelnuovo is mainly known for his contributions to the field of geometry After attending a grammar school at Foscarini in Venice, he went to Padua where he graduated in . At the University of Padua he was taught by Giuseppe Veronese . After his graduation, he sent one of his papers to Corrado Segre , whose replies he found remarkably helpful. It marked the beginning of a long period of collaboration. Castelnuovo spent one year in Rome to research advanced geometry. After that he was appointed as an assistant of Enrico D'Ovidio at the University of Turin , where he was strongly influenced by Corrado Segre. Here he worked with Alexander von Brill and Max Noether . In he moved back to Rome to work at the chair of Analytic and Projective Geometry. Here he was a colleague of
Bulletin Of The Belgian Mathematical Society - Simon Stevin PDF; C. Zanella Universal Properties of the corrado segre Embedding. PDF; M.Harel B. Ragbi Convergence faible de la U-statistique empirique corrigée en http://www.ulb.ac.be/assoc/bms/bbmstocpv.html
Extractions: To read or download a PDF version of a paper, click on the link PDF at the end of its title. Volume 1, No 1 (1994) on line Volume 2, No 1 (1995) on line Volume 3, No1 (1996) on line Volume 4, No 1 (1997) on line Volume 1, No 2 (1994) on line Volume 2, No 2 (1995) on line Volume 3, No 2 (1996) on line Volume 4, No 2 (1997) on line Volume 1, No 3 (1994) on line Volume 2, No 3 (1995) on line Volume 3, No 3 (1996) on line Volume 4, No 3 (1997) on line Volume 1, No 4 (1994) on line Volume 2, No 4 (1995) on line Volume 3, No 4 (1996) on line Volume 4, No 4 (1997) on line Volume 1, No 5 (1994) on line Volume 2, No 5 (1995) on line Volume 3, No 5 (1996) on line Volume 4, No 5 (1997) on line Supplement (Nov. 1995) Supplement (Jul. 1996) on line Supplement (Dec. 1995) Supplement (Dec. 1996) on line Volume 5, No 1 (1998) Volume 6, No 1 (1999) Volume 7, No 1 (2000) Volume 8, No 1 (2001) ... Supplement (Nov. 1998) Volume 1, Number 1 (1994) Expository paper A. Bultheel - M. Van Barel
Segre, Emilio Gino -- Britannica Student Encyclopedia corrado segre University of St.Andrews Brief introduction to the life and worksof this Italian mathematician known for his contributions to geometry and http://www.britannica.com/ebi/article?tocId=9313469
Segre, Emilio -- Encyclopædia Britannica segre, Emilio Italianborn American physicist who was cowinner, finding aids,and oral history interviews. corrado segre University of St.Andrews http://www.britannica.com/eb/article?tocId=9066606
The Science Bookstore - Chronology segre, corrado Born 8/20/1863 Died 5/18/1924, 1863 AD. Cannon, Annie Jump Born12/11/1863 Died 4/13/1941, 1863 AD. Ferguson, Margaret Clay http://www.thesciencebookstore.com/chron.asp?pg=21
Corrado Zanella - Research Interests On the contrary, the segre embedding of a product space does not have such a property The semilinear space obtained from a segre variety V has further http://www.math.unipd.it/~zanella/description2.html
Extractions: Universal embeddings We now take into account what can be considered the inverse of the above procedure: to embed a semilinear space, say S , into a projective space P . This means constructing an one-to-one mapping, that maps points of S onto points of P , and such that the image of a line is a line. For special semilinear spaces, the question arises of describing the different embeddings of S S is the composition of ( i ) an automorphism of S ii ) the Segre embedding, and ( iii ) a projection between complementary subspaces. This weaker property is still enough to prove that every embedded product space is, up to projections, a Segre variety. The semilinear space obtained from a Segre variety V has further interesting properties. In [17] it is shown that there cannot exist an intrinsic characterization of the hyperplane sections of V . On the other hand, the order structure consists of a separation relation between couples of hyperplane sections and couples of points. So, such an order structure has no incidence geometric meaning. In despite of this, a characterization of the real Segre manifolds is obtained using some weaker order notion, only based on singular hyperplane sections, and the embedding properties. More precisely, we quote the following theorem from [20]:
Corrado Zanella - Publications C. Zanella Universal properties of the corrado segre embedding. Bull. Belg.Math. Soc. Simon Stevin 3 (1996), 6579. http://www.math.unipd.it/~zanella/pubblicazioni.html
Extractions: 1. C. Zanella : On complete 12-arcs in projective planes of order 12. Ann. Discr. Math. 2. C. Zanella 3. J. Misfeld - G. Tallini - C. Zanella : Topological Grassmann spaces. Rend. Mat. Appl. (7) 4. C. Zanella : Topological affine spaces. J. Geom. 5. C. Zanella : Spazi di Grassmann affini topologici. Rend. Mat. Appl. (7) 6. C. Zanella : On topological projective spaces and their Grassmannians. Abh. Math. Sem. Univ. Hamburg 7. C. Zanella : A characterization of the Grassmann space representing the h-flats in a topological projective space. Boll. Un. Mat. Ital. B (7) 8. C. Zanella : Incidence manifolds. J. Geom. 9. A. Beutelspacher - G. Tallini - C. Zanella : Examples of essentially s-fold secure geometric authentication systems with large s. Rend. Mat. Appl. (7) 10. C. Zanella : Defining topological projective spaces and topological Grassmann spaces. Abh. Math. Sem. Univ. Hamburg 11. A. Bichara - J. Misfeld - G. Tallini - C. Zanella : On the order structure in the line geometry of a projective space. J. Geom. 12. A. Bichara - J. Misfeld - C. Zanella
Extractions: In relation with the history of (A science (or group of related sciences) dealing with the logic of quantity and shape and arrangement) mathematics , the Italian school of (Click link for more info and facts about algebraic geometry) algebraic geometry refers to the work over half a century or more (flourishing roughly 1885-1935) done internationally in (Click link for more info and facts about birational geometry) birational geometry , particularly on (Click link for more info and facts about algebraic surface) algebraic surface s. There were in the region of 30 to 40 leading mathematicians who made major contributions; about half of those being in fact Italian. There is no question that the leadership fell to the group in (Capital and largest city of Italy; on the Tiber; seat of the Roman Catholic Church; formerly the capital of the Roman Republic and the Roman Empire) Rome of (Click link for more info and facts about Guido Castelnuovo) Guido Castelnuovo (Click link for more info and facts about Federigo Enriques) Federigo Enriques and (Click link for more info and facts about Francesco Severi) Francesco Severi ; who were involved in some of the deepest discoveries, as well as setting the style. The fashion and foundational attitude changed in algebraic geometry from 1950 onwards, leading to an axiomatisation and some acrimony as to the status of some results. For a while it may have seemed that the tradition of the Italian school would possibly be lost, in the sense that the old papers had become hard to read for the new generation of geometers. The essentials were in fact transmitted, in particular through
September 28 - Today In Science History Between 1902 and 1904, he went to Turin to study under corrado segre and then toBonn where he studied under Eduard Study. His Mathematics of the Great http://www.todayinsci.com/9/9_28.htm
Extractions: American electronics engineer who pioneered the use of transistors in computers and later developed massive supercomputers to run business and government information networks. He was the preeminent designer of the large, high-speed computers known as supercomputers. Julian Lowell Coolidge Born 28 Sep 1873; died 5 March 1954. U.S. mathematician and educator who published numerous works on theoretical mathematics along the lines of the Study-Segre school. Coolidge received a B.A. at Harvard (1895), then in England he graduated (1897) with a B.Sc. from Balliol College Oxford. (It is interesting that this degree from Oxford was in natural science and it was the first natural science degree ever awarded by Oxford.) He taught at Groton School, Conn. (1897-9) where one of his pupils was Franklin D Roosevelt, the future U.S. president. From 1899 he taught at Harvard University. Between 1902 and 1904, he went to Turin to study under Corrado Segre and then to Bonn where he studied under Eduard Study. His Mathematics of the Great Amateurs is perhaps his best-known work.
Bulletin Of The Belgian Mathematical Society-Simon Stevin, Volume 3, No. 1 Universal properties of the corrado segre embedding. corrado Zanella; 6579 viewabstract. Convergence faible de la {$U$}-statistique empirique corrigée en http://projecteuclid.org/Dienst/UI/1.0/Journal?authority=euclid.bbms&issue=11055
Torinoscienza.it/accademia > Personaggi > Corrado Segre Translate this page Matematico si dedicò allo studio delle proprietà invarianti per trasformazionibirazionali, delle proprietà delle rigate algebriche e del concetto di serie http://www.torinoscienza.it/personaggi/apri?obj_id=416
Torinoscienza.it > Ritratto Di Corrado Segre Translate this page Science Center Torino, Italia, Portale di divulgazione scientifica - ScienceCenter, Turin, Italy. http://www.torinoscienza.it/galleria_multimediale/apri?obj_id=3545
Peano these errors pointed out and one such was his colleague corrado segre.When corrado segre submitted an article to Rivista di matematica Peano pointed http://homepages.compuserve.de/thweidenfeller/mathematiker/Peano.htm
Extractions: Died: 20 April 1932 in Turin, Italy Giuseppe Peano 's parents worked on a farm and Giuseppe was born in the farmhouse 'Tetto Galant' about 5 km from Cuneo. He attended the village school in Spinetta then he moved up to the school in Cuneo, making the 5km journey there and back on foot every day. His parents bought a house in Cuneo but his father continued to work the fields at Tetto Galant with the help of a brother and sister of Giuseppe, while his mother stayed in Cuneo with Giuseppe and his older brother. Giuseppe's mother had a brother who was a priest and lawyer in Turin and, when he realised that Giuseppe was a very talented child, he took him to Turin in 1870 for his secondary schooling and to prepare him for university studies. Giuseppe took exams at Ginnasio Cavour in 1873 and then was a pupil at Liceo Cavour from where he graduated in 1876 and, in that year, he entered the University of Turin. Among Peano's teachers in his first year at the University of Turin was D'Ovidio who taught him analytic geometry and algebra. In his second year he was taught calculus by Angelo Genocchi
Guido Castelnuovo - Wikipedia, The Free Encyclopedia After his graduation, he sent one of his papers to corrado segre, whose replieshe found remarkably helpful. It marked the beginning of a long period of http://en.wikipedia.org/wiki/Guido_Castelnuovo
Extractions: The Red Cross and other charities also need your help. Guido Castelnuovo 14 August Venice 27 April Rome ) was an Italian Jewish mathematician . His father, Enrico Castelnuovo , was a novelist and campaigner for the unification of Italy. Castelnuovo is mainly known for his contributions to the field of geometry edit edit After attending a grammar school at Foscarini in Venice, he went to Padua where he graduated in . At the University of Padua he was taught by Giuseppe Veronese . After his graduation, he sent one of his papers to Corrado Segre , whose replies he found remarkably helpful. It marked the beginning of a long period of collaboration. edit Castelnuovo spent one year in Rome to research advanced geometry. After that he was appointed as an assistant of Enrico D'Ovidio at the University of Turin , where he was strongly influenced by Corrado Segre. Here he worked with Alexander von Brill and Max Noether . In he moved back to Rome to work at the chair of Analytic and Projective Geometry. Here he was a colleague of
UserJitse Niesen/goim - Wikipedia, The Free Encyclopedia 27 Jul Beniamino segre, corrado segre, Kakutani fixed point theorem. Removedfrom requested articles . 3 Aug Bochner s theorem, Different ideal, http://en.wikipedia.org/wiki/User:Jitse_Niesen/goim
