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         Margulis Gregori:     more detail
  1. Discrete Subgroups of Semisimple Lie Groups (Ergebnisse der Mathematik und ihrer Grenzgebiete. 3. Folge A Series of Modern Surveys in Mathematics) by Gregori A. Margulis, 1991-02-15

61. ÇÊÁî¼öÇнºÄð - ÇÊÁî»óÀ̶õ?
Mumford, David, UK. 37. 1978. Deligne, Pierre, Belgium. 33. Fefferman, Charles,USA. 29. margulis, gregori, USSR. 32. Quillen, Daniel, USA. 38. 1982. Connes, Alain,France. 35.
http://www.net4edu.co.kr/sub_02/page_07.htm
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1936³â ¿À½½·Î¿¡¼­ °³ÖµÈ ICM¿¡¼­´Â ¹ ÇÊÁî»óÀÌ ÇϹöµå ´ëÇÐÀÇ ¾ËÆ÷½º(L. V. Ahlfors) ±³¼ö¿Í MITÀÇ ´õ±Û¶ó½º(J. Douglas) ±³¼ö¿¡°Ô ¼ö¿©µÇ¾ú°í, ±× ÈÄ Á¦2Â÷ ¼¼°è´ëÀüÀ¸·Î ÀÎÇÏ¿© 1950³â±îÁö ICMÀÌ ÁߴܵǾú´Ù. 1950-1962³â »çÀÌ¿¡ 4Â÷·ÊÀÇ ICM¿¡¼­´Â °¢°¢ 2¸íÀÇ ¼öÇÐÀÚ¿¡°Ô ÇÊÁî»óÀÌ ¼ö¿©µÇ¾úÀ¸¸ç, 1966³â ¸ð½ºÅ©¹Ù¿¡¼­ °³ÖµÈ ICM¿¡¼­ ³À½À¸·Î 4¸íÀÇ ¼öÇÐÀÚ±îÁö ¼ö¿©Çϱâ·Î °áÁ¤ÇÑ ÈÄ 1974³â¿¡ 2¸í, 1983³â°ú 1986³â¿¡ °¢°¢ 3¸íÀÇ ¼ö»óÀ» Á¦¿ÜÇÏ°í´Â 1994³â Â踮È÷ÀÇ ICM¿¡ À̸£±â±îÁö °¢ 4°³ÀÇ ÇÊÁî»óÀÌ ¼ö¿©µÇ¾ú´Ù(1982³â Æú¶õµåÀÇ ¹Ù¸£»þ¹Ù¿¡¼­ °³ÖµÈ ICMÀº Æú¶õµåÀÇ ±¹³» Á¤Ä¡»çÁ¤À¸·Î ÀÎÇÏ¿© 1983³âÀ¸·Î ¿¬±âµÇ¾úÀ½).

62. New Additions List For Science / Computer Science (These 2 Weeks)
QA614.82 .M37 2004 LOCATION = UL, margulis, GA (gregori Aleksandrovitsch), 1946On some aspects of the theory of Anosov systems / Grigoriy A. margulis
http://www.lib.cuhk.edu.hk/newtitle/thisbi-wk/q.html
New Additions List for Science / Computer Science (These 2 weeks)
New Additions List These 2 weeks 2 weeks ago 4 weeks ago
Call No. / Location Title
LOCATION = UL
LOCATION = UL Russo, Lucio, 1944-
The forgotten revolution : how science was born in 300 BC and why it had to be reborn / Lucio Russo ; with the collaboration of the translator, Silvio Levy.
Berlin ; New York : Springer, c2004.
LOCATION = UL Appleyard, Bryan.
Understanding the present : an alternative history of science / Bryan Appleyard.
London : Tauris Parke Paperbacks, 2004.
LOCATION = UL Losee, John.
Theories of scientific progress : an introduction / John Losee. New York : Routledge, 2004. LOCATION = UL Zammito, John H., 1948- A nice derangement of epistemes : post-positivism in the study of science from Quine to Latour / John H. Zammito. Chicago : University of Chicago Press, c2004. LOCATION = UL LOCATION = UL LOCATION = UC [電子資源] / 創新科技署, 香港青年協會[及]教育統籌局[合辦] = Hong Kong student science project competition 2003 / [organized by the] Innovation and Technology Commission, the Hong Kong Federation of Youth Groups [and the] Education and Manpower Bureau. LOCATION = UL LSSC 2003 (2003 : Sozopol, Bulgaria)

63. WikiWiki.de - Wiki.UdSSR
Translate this page Fields-Medaille (Mathematik) Serge Novikov? gregori Alexandrovitch margulis?Wladimir Wojedwodski? Maxim Kontsewitsch? Efim Zelmanov? Wladimir Drinfeld?
http://www.wikiwiki.de/newwiki/pmwiki.php/Wiki/UdSSR
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Wiki Farm Ja / Nein
Was weiß denn ich? MaWo Layout by Martin Wölker . Powered by COGNID with pmwiki-0.6.20 Location - Gruppe: Wiki - Seite: UdSSR - Letzte Änderung 22.03.2004 um 19:38 Uhr
Wissenschaft in der Ud SSR
Nach der Oktoberrevolution Russland Ud SSR -Staatschef Lenin und den Räten ( Sowjets ) nahm die wissenschaftlich-technische und wirtschaftliche Entwicklung der UdSSR einen enormen Aufschwung, ebenso wie sich Industrialisierung Technisierung und Alphabetisierung des zuvor vorwiegend bäuerlich geprägten zaristischen Landes in allen seinen Republiken. ( Sowjetrepubliken "Kommunismus gleich Sowjetmacht plus Elektrifizierung", dieser bekannte Ausspruch von Lenin brachte die Ziele der nächsten Jahre zum Ausdruck, die einhergingen mit einem gigantischen Fortschritt in allen Bereichen der sowjetischen Wissenschaften und Technik, deren Leistungen und Ergebnisse am wenigsten noch durch die Elektrifizierung des 230 Millionen-Staates charakterisiert wurden. Ungeachtet starker Hemmnisse, wie dem

64. WikiWiki.de - Wiki.UdSSR
Translate this page Fields-Medaille (Mathematik) (Serge Novikov)? (gregori Alexandrovitch margulis)?(Wladimir Wojedwodski)? (Maxim Kontsewitsch)? (Efim Zelmanov)?
http://www.wikiwiki.de/newwiki/pmwiki.php/Wiki/UdSSR?action=print

65. Laurent Lafforgue, Fields Medal 2002
1978, Pierre René Deligne (IHÉS) Charles Louis Fefferman (Princeton University)gregori Alexandrovitch margulis (Moscow University) Daniel G. Quillen
http://www.ihes.fr/EVENTS/lafforgue/fields.html
A Word about The Fields Medal
The Fields Medal is the highest scientific award for mathematicians and is presented every four years at the International Congress of Mathematicians. The mathematical equivalent in prestige to the Nobel Prize (there is no Nobel Prize in mathematics), it is awarded by a committee appointed by the International Mathematical Union every four years to one or more outstanding researchers. "Fields Medals" are offïcially called "International medals for outstanding discoveries in mathematics." The Fields Medal were first proposed at the 1924 International Congress of Mathematicians in Toronto. Professor J.C. Fields, a Canadian mathematician who was secretary of the 1924 Congress, later donated funds establishing the medals which were then named in his honor. To encourage mathematical endeavor and encourage the field of mathematics, recipients must not be over 40 years of age in the year of the Congress. In 1966, it was agreed that in light of the great expansion of mathematical research, up to four medals could be awarded at each Congress. The inscription on the tablet reads: CONGREGATI EX TOTO ORBE MATHEMATICI OB SCRIPTA INSIGNIA TRIBUERE The translation means: "The mathematicians having congregated from the whole world awarded (this medal) because of outstanding written contributions." This year the International Conference of Mathematicians will announce two Fields Medals in the presence of 5000 mathematicians in Beijing, China on August 20, 2002.

66. Fields Medal Prize Winners -- 1978
gregori Aleksandrovitch margulis born February 24, Moscow Moscow University.Provided innovative analysis of the structure of Lie groups.
http://www.icm2002.org.cn/general/prize/medal/1978.htm
What's ICM2002? ICM History What's IMU? ICM Prize ... Acknowledgment Fields Medal Prize Winners (1978) born October 3, 1944, Brussels, Belgium
Gave solution of the three Weil conjectures concerning generalizations of the Riemann hypothesis to finite fields. His work did much to unify algebraic geometry and algebraic number theory. Charles Louis FEFFERMAN born April 18, 1949, Washington, D.C.
Princeton University Contributed several innovations that revised the study of multidimensional complex analysis by finding correct generalizations of classical (low-dimensional) results. Gregori Aleksandrovitch MARGULIS born February 24, Moscow
Moscow University Provided innovative analysis of the structure of Lie groups. His work belongs to combinatorics, differential geometry, ergodic theory, dynamical systems, and Lie groups. Daniel G. QUILLEN

67. Bestseller Bücher
Translate this page und ihrer Grenzgebiete. 3. Folge / A Series of Modern Surveys inMathematics Vol. 17) von gregori A. margulis 15. Februar 1991.
http://www.almudo.com/cgi-bin/betade.cgi?locale=de&input_mode=books_de&node=5199

68. New Acquisitions In The Mathematics Statistics Library
margulis, GA (gregori Aleksandrovitsch), 1946 On some aspects of the theoryof Anosov systems / Grigoriy A. margulis ; translated from the Russian by
http://www.lib.berkeley.edu/math/newbooks.html
New Acquisitions
Mathematics Statistics Library
April 2004
The following books have arrived at the Library's central processing unit during the month of April 2004. Some are already available for circulation; the rest will appear on the Mathematics Statistics Library's New Books Shelf in the near future. New Acquisitions list for the previous month.
Fllesdal, Dagfinn.
Referential opacity and modal logic / Dagfinn Fllesdal.
New York : Routledge, 2004.
(Series: Studies in philosophy (New York, N.Y.))
Asian Logic Conference (7th : 1999 : Hsi-Tou, Taiwan)
Taiwan, 6-10 June 1999, Chongqing, China, 29 August-2 September
New Jersey ; London : World Scientific, c2003.
Poenaru, Valentin.
Equivariant, almost-arborescent representations of open simply-connected 3-manifolds : a finiteness result / V. Providence, R.I. : American Mathematical Society, 2004. (Series: Memoirs of the American Mathematical Society ; no. 800) QA3.A54 no.800 Shelved: Periodicals Well-posedness for general 2 x 2 systems of conservation laws / Fabio Ancona, Andrea Marson.

69. Award Winning Ideas In Science
Translate this page Wilson, Werner Arber Daniel Nathans Hamilton O. Smith, Herbert A. Simon, PierreRené Deligne Charles Louis Fefferman gregori Alexandrovitch margulis Daniel G
http://vis.csit.fsu.edu/awis/
Instructions
Click on an Award Winner for more information or to sign up.
June S M T W R F S July S M T W R F S
Nobel Prize
Turing Award Field`s Medal Year ...
Emil Adolf von Behring

70. About The Prizes
John Griggs THOMPSON 1974 Enrico BOMBIERI David Bryant MUMFORD 1978 Pierre RenéDELIGNE Charles Louis FEFFERMAN gregori Alexandrovitch margulis Daniel G
http://rattler.cameron.edu/EMIS/mirror/IMU/medals/
    Fields Medal and Rolf Nevanlinna Prizes
    Fields Medal
    At the 1924 International Congress of Mathematicians in Toronto, a resolution was adopted that at each ICM, two gold medals should be awarded to recognize outstanding mathematical achievement. Professor J. C. Fields, a Canadian mathematician who was Secretary of the 1924 Congress, later donated funds establishing the medals which were named in his honor. Consistent with Fields's wish that the awards recognize both existing work and the promise of future achievement, it was agreed to restrict the medals to mathematicians not over forty at the year of the Congress. In 1966 it was agreed that, in light of the great expansion of mathematical research, up to four medals could be awarded at each Congress.
    For more details
    about the origins of the Fields Medal we recommend the article:
    Henry S. Tropp, " The Origins and History of the Fields Medal ", Historia Mathematica 3 (1976) 167-181. The following text by Eberhard Knobloch describes the design of the medal:
    The Fields Medal
    Obverse:
    The head represents Archimedes facing right.

71. Fields Medals 1978
gregori Aleksandrovitch margulis. born February 24, Moscow Moscow University.Provided innovative analysis of the structure of Lie groups.
http://rattler.cameron.edu/EMIS/mirror/IMU/medals/1978/
    Fields Medals 1978
    born October 3, 1944, Brussels, Belgium
    Gave solution of the three Weil conjectures concerning generalizations of the Riemann hypothesis to finite fields. His work did much to unify algebraic geometry and algebraic number theory.
    Charles Louis FEFFERMAN born April 18, 1949, Washington, D.C.
    Princeton University Contributed several innovations that revised the study of multidimensional complex analysis by finding correct generalizations of classical (low-dimensional) results.
    Gregori Aleksandrovitch MARGULIS born February 24, Moscow
    Moscow University Provided innovative analysis of the structure of Lie groups. His work belongs to combinatorics, differential geometry, ergodic theory, dynamical systems, and Lie groups.
    Daniel G. QUILLEN born June 22, 1940, Orange, New Jersey
    Massachusetts Institute of Technology The prime architect of the higher algebraic K -theory, a new tool that successfully employed geometric and topological methods and ideas to formulate and solve major problems in algebra, particularly ring theory and module theory. This document has been reproduced from Albers, Donald J.; Alexanderson, G. L.; Reid, Constance:

72. Fields Medal Winners
gregori Aleksandrovitch margulis (Moscow University) Provided innovativeanalysis of the structure of Lie groups. His work belongs
http://www.liv.ac.uk/~mp0u8024/maths/fields.htm
Fields Medal Winners Lars Valerian AHLFORS (Harvard University) - Awarded medal for research on covering surfaces related to Riemann surfaces of inverse functions of entire and meromorphic functions. Opened up a new ideas in analysis. Jesse DOUGLAS (Massachusetts Institute of Technology) - Did important work of the Plateau problem which is concerned with finding minimal surfaces connecting and determined by some fixed boundary. Laurent SCHWARTZ (University of Nancy) - Developed the theory of distributions, a new notion of generalized function motivated by the Dirac delta-function of theoretical physics. John Willard MILNOR (Princeton University) - Proved that a 7-dimensional sphere can have several differential structures; this led to the creation of the field of differential topology. Michael Francis ATIYAH (Oxford University) - Did joint work with Hirzebruch in K -theory; proved jointly with Singer the index theorem of elliptic operators on complex manifolds; worked in collaboration with Bott to prove a fixed point theorem related to the "Lefschetz formula". Paul Joseph COHEN (Stanford University) - Used technique called "forcing" to prove the independence in set theory of the axiom of choice and of the generalized continuum hypothesis. The latter problem was the first of Hilbert's problems of the 1900 Congress.

73. THE MATH ENQUIRER
David B. MUMFORD. 1978 Pierre René DELIGNE, Charles Louis FEFFERMAN,gregori Alexandrovitch margulis, Daniel G. QUILLEN. 1982 Alain
http://www.humboldt.edu/~math/currentevents/colloquim/archives/fall_02/nov08-02.

74. 0387120017 - 0387122842: ISBN Search: Book Price Comparison At 55 Stores
Groups, Vol. 17 / gregori Aleksandrovitch margulis / 038712179X, InducedMutations in Plant Breeding / Werner Gottschalk / 0387121846.
http://www.bookfinder4u.com/isbn/0387120017_0387122842.html
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Use the search box above to compare prices at 55 bookstores, it only takes seconds. Browse ISBN Directory: Detectors in Heavy-Ion Reactions. Berlin, 1982: Proceedings / W. Von Oertzen (Editor) / 0387120017 Value Distribution: Proceedings, Joensuu, Finland, 1981 / Ilpo Laine (Editor) / 0387120033 Differential Geometry in the Large: Seminar Lectures New York University 1946 and Stanford University 1956 / Heinz C. Hopf / 0387120041 Invariance Principles and the Structure of Technology / R. Satp / 0387120084 ... Specification and Design of Software Systems: Proceedings, Visegrad, Hungary, 1982 / Erich J. Neuhold / 0387122842
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75. Fields Medals Awarded
NOVIKOV John Griggs THOMPSON 1974 Enrico BOMBIERI David Bryant MUMFORD 1978 PierreRen DELIGNE Charles Louis FEFFERMAN gregori Alexandrovitch margulis Daniel G
http://www-users.cs.umn.edu/~mnguyen/vnsa/Aug-1998/read.cgi?00403

76. Here Are The Names Currently [April 1999] In The Index At Http
del Marcus, Brian H. Marcus, Marvin Marczewski, Edward Marden, Morris MarekSadowska,Magorzata Margolin, Genady margulis, gregori Aleksandrovitch Marhic
http://www.math.niu.edu/~rusin/known-math/99/photos

77. Prodex - Der Produktexperte
Fefferman (USA) gregori Alexandrovitch margulis (UdSSR) Daniel G. Quillen (USA
http://www.prodex.de/lexikon/f/fi/fields_medaille.html
Suche:
LOGIN Email:
Passwort:
TOP PRODUKTE Fujitsu/ Siemens AMILO K ab 999 EUR Sony "DSC-P72" ab 299 EUR Mikrowelle silber mit Grill, 1000 W Grill, 800 W Mikrowelle, 17 Liter Garraum, drehbarer Glasteller ab 49.99 EUR
Fields-Medaille
Die Fields-Medaille , offizieller Name International Medal for Outstanding Discoveries in Mathematics (dt. Internationale Medaille für herausragende Entdeckungen in der Mathematik ) gilt als höchste Auszeichnung, die ein Mathematiker verliehen bekommen kann. Sie wird alle vier Jahre von der International Mathematical Union (Internationale mathematische Vereinigung, IMU) anlässlich des International Congress of Mathematics (Internationaler Kongress der Mathematik, ICM) an zwei bis vier Mathematiker verliehen, die sich in besonderer Weise auf dem Gebiet der mathematischen Forschung und Entdeckung hervorgetan haben. Mit der Verleihung ist ein Preisgeld verbunden, betrug dies 1.500 US-$. Die Empfänger des Preises dürfen zum Zeitpunkt der Arbeit, für die sie ausgezeichnet werden, nicht älter als 40 Jahre sein. Aus diesem Grund hat z. B. Andrew Wiles , entgegen populärer Meinung, nicht die Fields-Medaille erhalten, er hatte zum Zeitpunkt des endgültigen Beweises von Fermats letztem Theorem die Altersgrenze bereits überschritten. Wiles erhielt stattdessen auf dem ICM

78. Sowjetische Wissenschaft - Wikipedia
gregori Alexandrovitch margulis;Wladimir Wojedwodski; Maxim Kontsewitsch; Efim Zelmanov; Wladimir Drinfeld.
http://www.torfkopp.de/keyword/Sowjetische_Wissenschaft.php
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Die Texte stammen aus der Wikipedia - Dies ist nicht die Wikipedia
Nach der Oktoberrevolution in Russland und dem Ende des 1. Weltkrieges , mit dem ersten UdSSR-Staatschef Lenin und den Räten ( Sowjets ) beschleunigte sich die wissenschaftlich-technische und wirtschaftliche Entwicklung der UdSSR , verstärkten sich Industrialisierung , Technisierung und Alphabetisierung des zuvor vorwiegend bäuerlich geprägten zaristischen Landes in allen seinen Republiken. (Sowjetrepubliken) "Kommunismus gleich Sowjetmacht plus Elektrifizierung", dieser bekannte Ausspruch von Lenin brachte die Ziele der nächsten Jahre zum Ausdruck, die einhergingen mit einem Fortschritt in allen Bereichen der sowjetischen Wissenschaften und Technik, deren Leistungen und Ergebnisse am wenigsten noch durch die Elektrifizierung des 230 Millionen-Staates charakterisiert wurden. Ungeachtet starker Hemmnisse, wie dem Bürgerkrieg , den Dürrekatastrophen in den Jahren mit Millionen Opfern, und dem Stalinismus in den Jahren konnte die UdSSR nicht zuletzt aufgrund ihrer wissenschaftlich-technischen Entwicklung innerhalb weniger Jahre wirtschaftlich und militärisch zu einer mit Deutschland und den USA vergleichbaren Weltmacht werden. Auch im und nach dem 2. Weltkrieg blieb die Sowjetunion bis zu ihrer Auflösung um 1993 eine mit den USA, Frankreich, England, Deutschland und Japan vergleichbare auch wissenschaftlich-technische Großmacht. Trotz des Verlustes von 20-30 Millionen Menschen im 2.Weltkrieg. Dem Krieg fielen auch viele Wissenschaftler, Ingenieure und Techniker zum Opfer, sowie zigtausende Städte, Fabriken, Werke und Anlagen.

79. New Titles Cataloged. Brown University Library
QA614.82 .M37 2004, margulis, GA (gregori Aleksandrovitsch), 1946, On some aspectsof the theory of Anosov systems / Grigoriy A. margulis ; translated from the
http://dl.lib.brown.edu/newtitles/math.php
New Titles Cataloged: January - March, 2004
[Click on JOSIAH LINK to determine location of materials.] Josiah Link
(opens new window) Author Title Imprint Mathematics (QA1-69, 80+): 210 titles found (sorted by call number). Re-sort by author or title . Return to Main Menu Number theory, algebra, and algebraic geometry : collected papers dedicated to the 80th birthday of academician Igor Rostislavovich Shafarevich / editor of the English translation Ivan P. Nikitin Moscow : Maik Nauka/Interperiodica Pub., 2003 Birational geometry : linear systems and finitely generated algebras : collected papers / [volume editors, V.A. Iskovskikh and V.V. Shokurov] Moscow, Russia : Maik Nauka/Interperiodica, c2003 Mathematical logic and algebra : collected papers dedicated to the 100th birthday of academician Petr Sergeevich Novikov Moscow : Maik Nauka/Interperiodica, c2003 Asymptotic expansions, approximation theory, topology Moscow : Maik Nauka/Interperiodica Pub., 2003 Autour de l'analyse microlocale : volume en l'honneur de Jean-Michel Bony / édité par Gilles Lebeau Paris : Société Mathématique de France, 2003

80. Aa, Personal , Ahmet Kaya ,Þebnem Ferah , Göksel , Ebru Gündeþ
Paul (373*) Mansur ibn Ali, Abu (1190) Marchenko, Vladimir (248*) Marcinkiewicz,Jozef (1134*) Marczewski, Edward (1012*) margulis, gregori (812*) Marinus of
http://www.newturk.net/index111.html

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