Delone Biography of boris delone (18901980) boris Nikolaevich delone. Born 15 March 1890 in St Petersburg, Russia Main index. boris delone graduated from Kiev University in 1913 http://www-history.mcs.st-and.ac.uk/history/Mathematicians/Delone.html
Extractions: Boris Delone graduated from Kiev University in 1913. At Kiev he was a student of Grave and he followed Grave 's work in algebra and number theory . After graduating Delone taught in Kiev where he was a member of the Mathematical Society which had among its members Ch T Bialobzeski, P V Voronets, N B Delone, D A Grave , A A Friedmann , A P Kotelnikov , V P Linnik (I V Linnik 's father) and O Yu Schmidt. Following the Revolution of 1917 there was a change in policy towards education which, certainly in the Ukraine, had to become more technology based and more practical. Algebra certainly did not fit into this new educational philosophy and Grave 's algebra seminar was forced to close. Some mathematicians, such as Grave himself, changed to study applied mathematical topics. Delone, however, chose to continue to study algebra and so was forced, in the 1920s, to leave the Ukraine. Delone moved to Petrograd in 1922. Petrograd was the name that St Petersburg had been given in 1914 and, two years after Delone began working there, in 1924, it was again renamed, this time to Leningrad. Delone worked at Leningrad University from 1922 until 1935.
References For Delone References for boris delone. Books D K Faddeev, boris Nikolaevich delone, Academy of Sciences of the USSR, Ser http://www-history.mcs.st-and.ac.uk/history/References/Delone.html
Extractions: N P Dolbilin, Boris Nikolaevich Delone (on the centennial of his birth) (Russian), Mat. v Shkole (1) (1990), i; 68-70. D K Faddeev, Boris Nikolaevich Delone (for his 60th birthday) (Russian), Uspehi Matem. Nauk (N.S.) D K Faddeev, N P Dolbilin, S S Ryshkov and M I Shtogrin, Boris Nikolaevich Delone (on his life and creativity) (Russian), Discrete geometry and topology, Trudy Mat. Inst. Steklov. M I Monastyrskii, Boris Nikolaevic Delone (on the occasion of his ninetieth birthday) (Russian), Mat. v Shkole V O Movcan, The early algebraic works of O Ju Smidt and B N Delone (Ukrainian), Narisi Istor. Prirodoznav. i Tehn. Vyp. S S Ryskov, D K Faddeev and M I Storgin, Boris Nikolaevich Delone (on his 80th birthday) (Russian), Uspehi Mat. Nauk Main index Birthplace Maps Biographies Index
Bibliography Of Faddeev, D. K. 8 Faddeev, DK; Dolbilin, NP; Ryshkov, SS; Shtogrin, MI boris Nikolaevichdelone (on his life and creativity). 77 {\cyr boris Nikolaevich delone}. http://www.mathsoc.spb.ru/pantheon/faddeev/bib.html
Extractions: Faddeev, D. K. On generalized integral representations over Dedekind rings. (Russian) Zap. Nauchn. Sem. S.-Peterburg. Otdel. Mat. Inst. Steklov. (POMI) (1995), Voprosy Teor. Predstav. Algebr i Grupp. 4, 113118, 159. ``Nauka'', Moscow, 1990. 270 pp. Kublanovskaya, V. N. The contribution of V. N. Faddeeva and D. K. Faddeev in the development of computational methods in linear algebra. (Russian) Algebra i Analiz (1990), no. 6,3439
Interviews At 1995 U.S. Open, Tennis; ASAPSports FastScripts Andrei Medvedev. Petr Korda. boris Becker. Shuzo Matsuoka. Arantxa Sanchez Vicario Sergi Bruguera. Yevgeny Kafelnikov. Erika delone. Monica Seles. Kimiko Date http://www.asapsports.com/tennis/95usopen.html
~Mathematicians~ He also worked on Differential Geometry. Coleman Baar. boris Nikolaebich delone.He was born on March 1890 in St. Petersberg, Russia. He died in 1980. http://www.culver.org/academics/mathematics/faculty/haynest/nctm/algebra1x/devli
Extractions: TOP 12 MATHEMATICIANS At Culver Academies, the 9th graders are not only learning about people from the past in Humanities class. But also learning about mathematicians in Algebra. In Mr. Haynes's Algebra 1X class, a group of students decide to rate all of the mathematicians from 1-12. One of the girls in their group debated on who she thought was the "best-looking." The results are below and some the results might be a little surprising. You may also find other ways to distribute the mathematicians to categorizes. This is just one of the many strange options. Enjoy... John Greenlees Semple Semple was born on June 10, 1904 in Belfast, Ireland. He died on October 23, 1985 in London, England. He contributed to Algebraic Geometry. He also contributed to Algebraic Projective Geometry(1952) and Algebraic Curves Mike McCabe Hans Reichenbach Hans was born on September 26, 1891 in Hamburg, Germany. He died in 1953 on April 9 in Los Angeles, California. Hans contributed to the The Rise of Scientific Philosophy and Elements of Symbolic Life. Holly Devlin Sir Henry Constantine Whitehead Whitehead was born on November 11, 1904 in Madras, India. He led to
Transform - Triangulation boris Nikolaevich delone (1890 1980). boris delone was born in St. Petersburg onMarch 15, 1890 and lived a long life as a mathematician and mountain climber. http://exchange.manifold.net/manifold/manuals/5_userman/mfd50Transform__Triangul
Extractions: A triangulation of a point set treats the points as nodes in a network and draws links between them that divides the region between the points into triangular tiles. If we take a set of points as shown above and apply the Triangulation Lines transform operator we can create a triangulation consisting of lines. The result is a set of lines that show the boundaries of triangular tiles that completely cover the region between the points. Had we wished to create tiles in the form of area objects, we could have used the Triangulation Areas transform operator. Using the Triangulation operator would simultaneously create both Triangulation Lines as well as Triangulation Areas There are many different algorithms that may be used to decide how a point set should be triangulated. Manifold's transform toolbar Triangulation operators use Delaunay triangulation (also spelled the Delone triangulation). The Delaunay triangulation is closely related to the Voronoi tiling of a region, as can be seen from the following illustration that shows both a Voronoi tiling as well as a triangulation. The blue lines show the borders of Voronoi tiles. The green lines show the Delaunay triangulation. To make the triangulation we draw a line between every two points that share a border line in the Voronoi tiling.
D Index Translate this page Max (679*) del Ferro, Scipione (93) Delamain, Richard (393) Delambre, Jean (213*)Delaunay, Charles (172*) Deligne, Pierre (362*) delone, boris (485*) Delsarte http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/D.htm
Full Alphabetical Index Translate this page 186*) de La Hire, Philippe (297) Delamain, Richard (393) Delambre, Jean (213*) deLa Roche, Estienne (275) Delaunay, Charles (172*) delone, boris (485) de la http://www.geocities.com/Heartland/Plains/4142/matematici.html
Suche Nach Personen Translate this page Frau Zirmer Hof 1933 Degraff, RA Dehlinger, Walter Dehmel, Richard (1863-1920)Dehn, Max (1878-1952) Delbrück, Max (1906-1981) delone, boris N. (1890-1980 http://www.lrz-muenchen.de/~Sommerfeld/PersDat/D.html
Remarks On Boris (a Russian) By Peter (an American) In Toulouse short stories from the Vavilov Conference, one about Dima and one about boris. Thesecond speaker was Nikolai delone, from Moscow, who speaks French well but http://www.lpt.irsamc.ups-tlse.fr/~dima/koch.html
Extractions: Back to previous page Remarks on Boris (a Russian) by Peter (an American) in Toulouse (France): Yes, physics is international ! Peter M. Koch Department of Physics and Astronomy State University of New York Stony Brook, NY 11794-3800, USA Received 3 October, 1998, available at cond-mat/9903412 The author was deeply honored to be requested to give the after-dinner speech at the banquet held on 17 July 1998 as part of the conference "Classical Chaos and its Quantum Manifestations" in honor of the 70th birthday of Boris Chirikov. An unusual aspect of this after-dinner speech was its being given before dinner. The text has been edited to conform, as closely as possible, to the words that were actually spoken. A reporter once asked the elderly Winston Churchill of Great Britain what in life was the most difficult test. Churchill replied, "To climb a ladder leaning towards you, to kiss a girl leaning away from you and third, to give an after dinner speech." I avoid ladders leaning toward me. So far this evening, the opportunity to kiss a girl, leaning whatever way, has not presented itself. So my test is the third. It was an honor to be asked to address you after tonight's lovely banquet, though the organizers have just requested that I do so before dinner. Throughout the meeting, and especially tonight we join in celebrating the 70th birthday and science of our dear colleague and friend Boris Chirikov. Most of you, as Boris's former students, collaborators, or friends could have been asked to speak tonight and, I'm sure, would have gladly agreed. Perhaps it's a bit strange that I, an American, have been recruited to celebrate here, in France, Boris, a Russian, before you all, who come from various corners of the world.
Publication List NB.delone, VP.Krainov, DL.Shepelyansky, Nonlinear Spectroscopy of Rydberg Atoms ,Izv J.Bellissard and DL.Shepelyansky, boris Chirikov, a pioneer in Classical http://www.lpt.irsamc.ups-tlse.fr/~dima/publications.html
Extractions: Journal Number of Articles Physical Review Letters JETP Letters Europhysics Letters Physics Reports Other journals 1. F.M.Izrailev, D.L.Shepelyansky, "Quantum Resonance for Rotator in Nonlinear Periodic Field", Dok. Akad. Nauk SSSR v.249, p.1103-1107 (1979); Teor. Mat. Fiz. v.43, 417 (1980) (in Russian). 2. D.L.Shepelyansky, "Quasiclassical Approximation for Stochastic Quantum Systems", Dok. Akad. Nauk SSSR v.256, p.586-590 (1981) (in Russian). 3. D.L.Shepelyansky, "About Dynamical Stochasticity in Nonlinear Quantum Systems", Teor. Math. Fiz. v.49, p.117-121 (1981) (in Russian). 5. B.V.Chirikov, D.L.Shepelyansky, "Statistics of Poincare Recurrences and the Structure of the Stochastic Layer of a Nonlinear Resonance", Preprint INP 81-69, Novosibirsk 1981 (in Russian); English translation available as Preprint PPPL-TRANS-133, Plasma Phys. Lab., Princeton Univ, Princeton, New Jersey, 1983; Proc. IX Int. Conf. on Nonlinear Oscillations (Kiev 1981), Naukova Dumka v.2, p.420-425 (1984) (in Russian). 6. B.V.Chirikov, J.Ford, F.M.Izrailev,D.L.Shepelyansky, F.Vivaldi, "Modulational Diffusion in Nonlinear Oscillating Systems", Proc. IX Int. Conf. on Nonlinear Oscillations (Kiev 1981), Naukova Dumka v.2, p.80-85 (1984) (in Russian).
Full Alphabetical Index Translate this page Richard (393) Delambre, Jean Baptiste (213*) Delaunay, Charles (172*) Deligne,Pierre (362*) Della Porta, Giambattista (409*) delone, boris (485*) Delsarte http://alas.matf.bg.ac.yu/~mm97106/math/alphalist.htm
Ns-2.1b9/sgb/gb_plane.w In this sense, we can say 159 that Delaunay edges connect vertices with their``neighbors. 160 @^Delaunay delone, boris Nikolaevich@ 161 162 The http://bottleneck.shacknet.nu/~shingole/lxr_ns2.1b9/http/source/sgb/gb_plane.w
Extractions: % This file is part of the Stanford GraphBase (c) Stanford University 1993 @i gb_types.w which constructs undirected planar graphs from vertices located randomly in a rectangle, which computes the Delaunay triangulation of a given set of points. @d plane_miles p_miles /* abbreviation for Procrustean external linkage */ #define plane_miles p_miles a planar graph whose vertices have integer coordinates uniformly distributed in the rectangle The subroutine works by first constructing the Delaunay triangulation of the points, then discarding Each finite edge is assigned a length equal to the Euclidean distance between all points of the convex hull; such edges, if not discarded, are $3(n-1)$ edges; this is the maximum number of edges that a planar graph on $n+1$ vertices can have. In such a case the average degree of a vertex will the average degree of a vertex will usually be near~3. As with all other GraphBase routines that rely on random numbers
Geometría Algorítmica Translate this page medio ambiente. 2. boris Nikolaevich delone. 1890 -1980 Nació en SanPetersburgo (Rusia), aunque con ascendiente francés. Trabajó http://www.dma.fi.upm.es/mabellanas/divulgación/GeometriaAlgoritmica.html
Extractions: Una Dos triangulaciones de una misma nube de puntos Sobre las triangulaciones de una misma nube de puntos cabe hacerse varias preguntas. Entre ellas las siguientes: n puntos existe una cantidad de triangulaciones que depende exponencialmente de n . Esto significa que, cuando n terreno Formalicemos el problema: Sea P un conjunto de n T del conjunto P T P Intercambio de aristas (flip) intercambio de aristas . Diremos que es un flip Llamaremos ilegal Algoritmo ( Entrada Un conjunto finito de puntos del plano
Buy Bestsellers Online Discrete Geometry and Topology On the 100th Anniversary of the Birth of boris Nikolaevichdelone Collection of Papers Proceeding by BN delone (Editor), et al http://fuenfmarkschein.de/a_923.html
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