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         Lipschitz Rudolf:     more detail
  1. Lehrbuch Der Analysis, Volume 2 (German Edition) by Rudolf Lipschitz, 2010-02-13
  2. Lehrbuch Der Analysis, Volume 1 (German Edition) by Rudolf Lipschitz, 2010-02-03
  3. Lehrbuch Der Analysis, Volume 1 (German Edition) by Rudolf Lipschitz, 2010-04-20
  4. Briefwechsel mit Cantor, Dedekind, Helmholtz, Kronecker, Weierstrass und anderen (Dokumente zur Geschichte der Mathematik) (German Edition) by Rudolf Lipschitz, 1986
  5. Untersuchungen Ueber Die Summen Von Quadraten (German Edition) by Rudolf Lipschitz, 2010-01-01
  6. Rudolf Lipschitz
  7. Grundlagen der Analysis by Rudolf Lipschitz, 2006-01-01
  8. Lehrbuch der analysis (German Edition) by Rudolf Lipschitz, 1877-01-01
  9. Lehrbuch Der Analysis: Bd. Grundlagen Der Analysis (German Edition) by Rudolf Lipschitz, 2010-02-09
  10. Lehrbuch Der Analysis, Volume 1 (German Edition) (2010 Reprint) by Rudolf Lipschitz, 2010-01-26
  11. Lehrbuch der Analysis. Band 1: Grundlagen der Analysis by Rudolf Lipschitz, 1877
  12. Lehrbuch der Analysis. Band 1: Grundlagen der Analysis Band 2: Differential- und Integralrechnung by Rudolf Lipschitz, 1877

41. Lipschitz Maps - Definition Of Lipschitz Maps In Encyclopedia
metric spaces M and N is called lipschitz continuous (or is said to satisfya lipschitz The name is for the German mathematician rudolf lipschitz.
http://encyclopedia.laborlawtalk.com/Lipschitz_maps
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General
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In mathematics , a function
f M N
between metric spaces M and N is called Lipschitz continuous (or is said to satisfy a Lipschitz condition ) if there exists a constant
K
such that
d( f x f y K d( x y
for all x and y in M . In this case, K is called the Lipschitz constant of the map. The name is for the German mathematician Rudolf Lipschitz Every Lipschitz continuous map is uniformly continuous , and hence a fortiori continuous Lipschitz continuous maps with Lipschitz constant K = 1 are called short maps and with K contraction mappings when M N also; the latter are the subject of the Banach fixed point theorem Lipschitz continuity is an important condition in the existence and uniqueness theorem for ordinary differential equations If U is a subset of the metric space M and f U R is a Lipschitz continuous map, there always exist Lipschitz continuous maps M R which extend f and have the same Lipschitz constant as f (see also Kirszbraun theorem A Lipschitz continuous map f I R , where I is an interval in R , is almost everywhere differentiable (everywhere except on a set of Lebesgue measure 0). If

42. Richard Delaware Mathematics Genealogy And Erdos Number
Jacob; 1694 Bernoulli, Johann; 1726 Euler, Leonhard; Lagrange, Joseph L.- Poisson, Simeon; 1827 Dirichlet, Gustav; 1853 lipschitz, rudolf
http://d.faculty.umkc.edu/delawarer/RDgen.htm
Richard Delaware
My Mathematics Genealogy,
and My Erdös Number


GO TO Richard Delaware Curriculum Vitae

GO TO Richard Delaware Home Page
Mathematics Genealogy Trees
The year listed is the year the Ph.D. was awarded. Tree 1: By major advisors:
  • 1668 Mencke, Otto
  • 1685 Wichmannshausen, Johann
  • 1713 Hausen, Christian
  • 1739 Kaestner, Abraham
  • 1786 Pfaff, Johann
  • 1799 Gauss, C. F.
  • 1812 Gerling, Christian
  • 1868 Klein, C. Felix
  • 1873 Lindemann, C. L. Ferdinand
  • 1885 Hilbert, David
  • 1911 Steinhaus, Hugo
  • 1921 Rajchman, Aleksander
  • 1923 Zygmund, Antoni
  • 1954 Waterman, Daniel
  • 1966 Solomon, Donald
  • 1973 Foran, James
  • Delaware, Richard

Tree 2: By major advisors up to Klein,
then again major advisors
above Klein's second advisor, Lipschitz:
  • 1650 Weigel, Erhard
  • 1666 Leibniz, Gottfried
  • - Bernoulli, Jacob
  • 1694 Bernoulli, Johann
  • 1726 Euler, Leonhard
  • - Lagrange, Joseph L.
  • - Poisson, Simeon
  • 1827 Dirichlet, Gustav
  • 1853 Lipschitz, Rudolf
  • 1868 Klein, C. Felix
  • 1873 Lindemann, C. L. Ferdinand
  • 1885 Hilbert, David
  • 1911 Steinhaus, Hugo

43. Computational Complexity: An Eulerian Tour
rudolf Otto Sigismund lipschitz was a student of Dirichlet (18051859) and of Plücker (1801-1868) and rudolf Otto Sigismund lipschitz (1832-1903)
http://weblog.fortnow.com/2005/06/eulerian-tour.html
@import url("http://www.blogger.com/css/blog_controls.css"); @import url("http://www.blogger.com/dyn-css/authorization.css?blogID=3722233");
Computational Complexity
About Computational complexity and other fun stuff in math and computer science as viewed by Lance Fortnow. I am always happy to hear your ideas, comments and questions about computational complexity and this weblog. My Links Weblog Home Weblog Archives and Search Mailing List Foundations of Complexity ... Lance's Home Page linkemail('cs.uchicago.edu','fortnow','Email Lance') imyahoo('fortnow');
Recent Posts Where will you be next year? Understanding "Understanding" Conference on Computational Complexity Graduation Day ... On Language Complexity Links IEEE Conference on Computational Complexity Electronic Colloquium on Computational Complexity BEATCS Computational Complexity Column Scott Aaronson's Complexity Zoo ... Favorite Complexity Books Weblogs and Other Links Chris Leonard (Elsevier) Computing Research Policy David Eppstein David Molnar ... Theorynet Discussion Groups Computer Science Theory Theory Edge
This work is licensed under a Creative Commons License
Saturday, June 18, 2005

44. Rudolf Lipschitz
Rudolph Otto Sigismund lipschitz (May 14, 1832 October 7, 1903) was a German m.
http://www.yotor.com/wiki/en/ru/Rudolf Lipschitz.htm
Yotor Facts Yotor faits Yotor Tatsachen Yotor hechos ... Yotor ru
Rudolf Lipschitz
Rudolph Otto Sigismund Lipschitz (May 14, 1832 - October 7, 1903) was a German mathematician and Professor at the University of Bonn from 1864. He supervised the early work of Felix Klein. Lipschitz gave his name to the Lipschitz continuity condition; in fact he worked in a broad range of areas. Those included number theory, algebras with involution, mathematical analysis, differential geometry and classical mechanics.
External links:
Next: List of songs by name: P Up This article is licensed under the GNU Free Documentation License . It uses material from the Wikipedia article "Rudolf Lipschitz" Ebook Home Furnishings For You Golf Forums ... Yotor.com

45. Geneology
rudolf lipschitz (Ph. D. 1853, Berlin) was a student of Gustav Dirichlet.Gustav Dirichlet (Ph. D. 1827, Bonn) was a student of Simeon Poisson and
http://www.math.vanderbilt.edu/~schumake/geneology.html
Geneology
  • Larry Schumaker (Ph. D. 1966, Stanford) was a student of Sam Karlin
  • Sam Karlin (Ph. D. 1947, Princeton) was a student of Salomon Bochner
  • Salomon Bochner (Ph. D. 1921, Berlin) was a student of Erhard Schmidt
  • Erhard Schmidt (Ph. D. 1905, Gottingen) was a student of David Hilbert
  • David Hilbert (Ph. D. 1885, Konigsberg) was a student of C. L. Ferdinand Lindemann
  • C. L. Ferdinand Lindemann (Ph. D. 1873, Erlangen) was a student of Felix Klein
  • Felix Klein (Ph. D. 1868, Bonn) was a student of Julius Plucker and Rudolf Lipschitz.
  • Julius Plucker (Ph. D. 1823, Marburg) - advisor unknown
  • Rudolf Lipschitz (Ph. D. 1853, Berlin) was a student of Gustav Dirichlet
  • Gustav Dirichlet (Ph. D. 1827, Bonn) was a student of Simeon Poisson and Jean-Baptiste Fourier
  • Both Simeon Poisson and Jean-Baptiste Fourier were students of Joseph Lagrange
  • 46. Scientific Genealogy Of Dr. Andreas Löbel
    Advisor 2 rudolf lipschitz (see below for this branch) rudolf Otto Sigismundlipschitz lists, in addition to Gustav Dirichlet, another advisor
    http://www.zib.de/loebel/Homepage/genealogy.en.html
    Scientific Genealogy
    HOME

    My academic forefathers The following information is an excerpt from the material that can be found at the homepage of The Mathematics Genealogy Project. http://genealogy.math.ndsu.nodak.edu/html/search.shtml
    Many thanks to , how has compiled and formatted the information of this page!
    Dissertation: Polyedrische Charakterisierungen kombinatorischer Optimierungsprobleme
    Advisor: Bernhard Korte
    Bernhard Korte
    Advisor: Ernst Pesch
    Ernst Peschl
    Advisor: Hermann Minkowski
    Hermann Minkowski Advisor: C. L. Ferdinand Lindemann C. L. Ferdinand (Carl Louis) Lindemann Advisor: C. Felix Klein C. Felix (Christian) Klein Advisor 2: Rudolf Lipschitz (see below for this branch) Dissertation: Generalem analyeseos applicationem ad ea quae geometriae altioris et mechanicae basis et fundamenta sunt e serie Tayloria deducit Advisor: Christian Gerling Christian Ludwig Gerling Dissertation: Methodi proiectionis orthographicae usum ad calculos parallacticos facilitandos explicavit simulque eclipsin solarem die Ph.D. University of Helmstedt 1799

    47. Scientific Genealogy Of Dr. Ralf Borndörfer
    Advisor 1 Julius Plücker Advisor 2 rudolf lipschitz (see below for this branch) rudolf Otto Sigismund lipschitz Dr. phil. Universität Berlin 1853
    http://www.zib.de/borndoerfer/Homepage/genealogy.en.html
    Scientific Genealogy
    HOME

    My academic forefathers The following information is an excerpt from the material that can be found at the homepage of The Mathematics Genealogy Project. http://genealogy.math.ndsu.nodak.edu/html/search.shtml
    Thanks to who has compiled and formatted the information on this page!
    Dissertation: Polyedrische Charakterisierungen kombinatorischer Optimierungsprobleme
    Advisor: Bernhard Korte
    Bernhard Korte
    Advisor: Ernst Pesch
    Ernst Peschl
    Advisor: Hermann Minkowski
    Hermann Minkowski Advisor: C. L. Ferdinand Lindemann C. L. Ferdinand (Carl Louis) Lindemann Advisor: C. Felix Klein C. Felix (Christian) Klein Advisor 2: Rudolf Lipschitz (see below for this branch) Dissertation: Generalem analyeseos applicationem ad ea quae geometriae altioris et mechanicae basis et fundamenta sunt e serie Tayloria deducit Advisor: Christian Gerling Christian Ludwig Gerling Dissertation: Methodi proiectionis orthographicae usum ad calculos parallacticos facilitandos explicavit simulque eclipsin solarem die Ph.D. University of Helmstedt 1799

    48. No Title
    In 1864 rudolf lipschitz (18311904) attempted to extend Dirichlet s analysis.He noted that an expanded notion of integral was needed.
    http://www.math.tamu.edu/~don.allen/history/riemann/riemann.html
    Next: About this document
    April 21, 1997 The Theory of
    Riemann Integration
    Through the work on calculus, particularly integration, and its application throughout the century was formidable, there was no actual ``theory'' for it. The applications of calculus to problems of physics, i.e. partial differential equations, and the fledgling ideas of function representation by trigonometric series required clarification of just what a function was. Correspondingly, this challenged the notion that an integral is just an antiderivative. Let's trace this development of the integral as a rough and ready way to solve problems of physics to a full-fledged theory. Leonhard Euler (1707-1783) and Jean d'Alembert (1717-1783) argue in 1730-1750's over the ``type'' of solutions that should be admitted as solutions to the wave equation D'Alembert showed that a solution must have the form For t =0 we have the initial shape f x Note: Here a function is just that. The new notation and designation are fixed. But just what kinds of functions f can be admitted?

    49. History Of Astronomy: What's New At This Site On September 3, 1999
    lipschitz, rudolf Otto Sigismund (1832903). Short biography and references.Locke, John Lambourne (b. 1921). Very short biography
    http://www.astro.uni-bonn.de/~pbrosche/new/new990903.html
    History of Astronomy What's new
    History of Astronomy:
    What's new at this site on September 3, 1999
    Some URLs have been updated.
    Welcome / About
    History of astronomy

    50. History Of Astronomy: Persons (L)
    lipschitz, rudolf Otto Sigismund (1832903). Short biography and references (MacTutorHist. Math.) Littrow, Joseph Johann (1781-1840)
    http://www.astro.uni-bonn.de/~pbrosche/persons/pers_l.html
    History of Astronomy Persons
    History of Astronomy: Persons (L)
    Deutsche Fassung

    51. Genealogy::nobel - PhysComments Blackboards
    C. Felix Klein (also advised by rudolf lipschitz the last year). CL FerdinandLindemann 1873, Erlangen,. Arnold Johannes Wilhelm Sommerfeld Die
    http://www.physcomments.org/wiki/index.php?title=Genealogy::nobel

    52. Iztok Hozo Genealogy
    rudolf Otto Sigismund lipschitz. Ph.D. Universität Berlin 1853. rudolf lipschitzworked on quadratic differential forms and mechanics.
    http://www.iun.edu/~mathiho/genealogy/IztokHozoGenealogy.htm
    Mathematics Genealogy Iztok Hozo Ph.D. University of Michigan Hozo’s Advisor: Philip J. Hanlon Ph.D. California Institute of Technology
    Hanlon’s Advisor: Olga Taussky-Todd Ph.D. University of Vienna
    Olga Taussky-Todd was a distinguished and prolific mathematician who wrote about 300 papers. Throughout her life she received many honors and distinctions, most notably the Cross of Honor, the highest recognition of contributions given by her native Austria . Olga's best-known and most influential work was in the field of matrix theory, though she also made important contributions to number theory.
    Taussky-Todd’s Advisor: Philipp Furtwängler Ph.D. Universität Göttingen
    Furtwängler ’s Advisor: C. Felix (Christian) Klein Ph.D. Universität Bonn
    Felix Klein is best known for his work in non- euclidean geometry, for his work on the connections between geometry and group theory, and for results in function theory. However Klein considered his work in function theory to be the summit of his work in mathematics. He owed some of his greatest successes to his development of Riemann's ideas and to the intimate alliance he forged between the later and the conception of invariant theory, of number theory and algebra, of group theory, and of multidimensional geometry and the theory of differential equations, especially in his own fields, elliptic modular functions and automorphic functions. Klein’s Advisor 1: Julius Plücker Ph.D.

    53. Limsoon's Academic Genealogy
    rudolf Otto Sigismund lipschitz, Dr. phil 1853, Universitat Berlin 7 Perhapsthe most remarkable fact about lipschitz s work was the widely different
    http://www.comp.nus.edu.sg/~wongls/genealogy.html
    Limsoon's academic genealogy
    Experience is something you don't get until just after you need it. Limsoon Wong , PhD 1994, University of Pennsylvania
    Peter Buneman, PhD 1970, University of Warwick
    Erik Christopher Zeeman
    , PhD 1955, University of Cambridge
    Sir Erik (born February 4 1925), is a mathematician known for work in geometric topology and singularity theory. He was born in Aarhus, Denmark, and received a B.A. and Ph. D. from the University of Cambridge. After working at Cambridge, as well as the University of Chicago, Princeton and the Institut des Hautes Etudes Scientifiques, he founded the Mathematics Department and Mathematics Research Centre at the University of Warwick in 1964.

    Shuan Wylie, PhD 1937, Princeton University
    Solomon Lefschetz
    , PhD 1911, Clark University
    William Edward Story, PhD 1875, Universitat Leipzig
    Carl Gottfried Neumann
    Christian Felix Klein Carl Gottfried Neumann , Dr. phil 1856, Universitat Konigsberg
    Ludwig Otto Hesse
    , Dr. phil 1840, Universitat Konigsberg
    Karl Gustav Jacob Jacobi, PhD 1825, Humbolt-Universitat zu Berlin

    54. Rudolf Lipschitz Université Montpellier II
    Translate this page rudolf lipschitz (1832-1903). Cette image et la biographie complète en anglaisrésident sur le site de l’université de St Andrews Écosse
    http://ens.math.univ-montp2.fr/SPIP/article.php3?id_article=1472

    55. Boaz Tsaban's Home Page
    Hilbert CL Ferdinand Lindemann - C. Felix Klein - rudolf lipschitz -Gustav Dirichlet - Simeon Poisson Jean-Baptiste Fourier - Joseph Lagrange
    http://www.cs.biu.ac.il/~tsaban/
    Boaz Tsaban's Home Page
    Coming conferences and workshops: M.Sc. students sought
    My courses

    My CV

    My mathematics papers
    ...
    Visit my city

    Erdos number.
    2, thanks to several papers with Saharon Shelah. (I was too young when Erdos was still working in mathematics, that is in his case, alive.) Geneology. Boaz Tsaban <- Hillel Furstenberg <- Salomon Bochner <- Erhard Schmidt <- David Hilbert <- C. L. Ferdinand Lindemann <- C. Felix Klein <- Rudolf Lipschitz <- Gustav Dirichlet <- Joseph Lagrange <- Leonhard Euler <- Johann Bernoulli <- Jacob Bernoulli.
    Department of Applied Mathematics and Computer Science
    Weizmann Institute of Science, Rehovot 76100, Israel
    Office: Ziskind 204, Weizmann Institute of Science
    Phone: +972-8-934-3579
    Fax: +972-8-934-2945
    : "my first name"."my last name"@weizmann.ac.il

    56. LIPS - What Does LIPS Stand For? Definitions By The Free Online Dictionary And T
    lipschitz quaternion lipschitz, rudolf Otto Sigismund lipschitzcontinuous Lipscomb Lipscomb Lipscomb County Lipscomb County, Texas
    http://acronyms.thefreedictionary.com/LIPS
    Domain='thefreedictionary.com' word='LIPS' Your help is needed: American Red Cross The Salvation Army join mailing list webmaster tools Word (phrase): Word Starts with Ends with Definition subscription: Dictionary/
    thesaurus Computing
    dictionary
    Medical
    dictionary
    Legal
    dictionary Financial
    dictionary Acronyms
    Columbia

    encyclopedia
    Wikipedia
    encyclopedia
    ...
    encyclopedia
    LIPS
    Also found in: Computing Medical Columbia Wikipedia ... Hutchinson 0.01 sec. Page tools Printer friendly
    Cite / link Email Feedback Acronym Definition LIPS Laboratory for Intelligent Process Systems LIPS Laboratory Integrated Prioritization System LIPS Language Independent Program Subtitling LIPS Laser Image Processing Scanner LIPS Laser Impulse Space Propulsion LIPS Life Prediction Software LIPS Lightweight Independent Power System LIPS Line Independent Power Supply LIPS Linear Integrated Processing System LIPS Locus Intelligent Point System (Locus Corporation) LIPS Logical Inferences Per Second LIPS Logistics Information Processing System LIPS Logistics Integrated Process System LIPS Long Island Parrot Society Acronyms browser Full browser LIPE LIPEX LIPI LIPM ... LIPR LIPS LIPSS LIPT LIPU LIPX ... Lippmann, Gabriel

    57. Hollis: Differential Equations
    lipschitz, rudolf Lissajous, Jules Lorenz, Edward N. (xrefer.com) Lotka,Alfred (Google search) Lyapunov, Aleksandr Maclaurin, Colin
    http://www.math.armstrong.edu/faculty/hollis/dewbvp/
    Differential Equations
    with Boundary Value Problems by Selwyn Hollis
    Contents and Preface
    Marketing Blurb Book Site @ Prentice Hall ... QuickTime Movies Technology Mathematica Maple Java M ... ATLAB Sundry Items Problem graphics and extra graphical problems for Section 3.1.
    Please send bug reports here
    Professors: Please send me an email
    Some Biographical References
    The following are links to information on most of the mathematicians/scientists whose names appear in the book. Unless otherwise noted, each of these is a link to the MacTutor History of Mathematics Archive at the University of St Andrews, Scotland.
    Abel, Niels Henrik

    Airy, George

    Banach, Stefan

    Bendixson, Ivar
    ... Edelstein-Keshet, Leah (U. BC) Euler, Leonhard Fourier, Joseph Frobenius, Georg Gauss, Carl Friedrich ... Hertz, Heinrich Rudolf (Google search) Hodgkin, Alan Nature Hooke, Robert Huxley, Andrew (sfn.org) Jacobi, Carl Jordan, Camille Kirchhoff, Gustav Kutta, Martin Wilhelm ... Lorenz, Edward N. (xrefer.com) Lotka, Alfred (Google search) Lyapunov, Aleksandr Maclaurin, Colin Malthus, Thomas (Google search) Menten, Maud

    58. Genealogy
    Translate this page rudolf lipschitz, Martin Ohm, Gustav Dirichlet, Universität Berlin, 1853.Gustav Dirichlet, Simeon Poisson, Jean-Baptiste Fourier
    http://www.math.armstrong.edu/faculty/budden/genealogy.html
    MY MATHEMATICAL ANCESTRY
    NAME
    ADVISOR(S)
    Ph.D. GRANTING INSTITUTION
    YEAR
    Mark Budden
    William Banks
    University of Missouri - Columbia
    William Banks
    Daniel Bump
    Stanford University Daniel Bump Walter Baily Jr. University of Chicago Walter Baily Jr. Kunihiko Kodaira Princeton University Kunihiko Kodaira Shokichi Iyanaga Tokyo Imperial University Shokichi Iyanaga Teiji Takagi Tokyo Imperial University Teiji Takagi David Hilbert Tokyo Imperial University David Hilbert C.L. Ferdinand Lindemann C.L. Ferdinand Lindemann C. Felix Klein C. Felix Klein Rudolf Lipschitz Martin Ohm, Gustav Dirichlet Gustav Dirichlet Simeon Poisson, Jean-Baptiste Fourier Simeon Poisson Joseph Lagrange Jean-Baptiste Fourier Joseph Lagrange Joseph Lagrange Leonhard Euler Christian Gerling Christian Gerling Martin Ohn Karl von Langsdorf Johann Pfaff Johann Pfaff Abraham Kaestner Karl von Langsdorf Abraham Kaestner Christian Hausen Leonhard Euler Johann Bernoulli Christian Hausen Johann Wichmannshausen Johann Bernoulli Jacob Bernoulli Jacob Bernoulli Gottfried Leibniz Johann Wichmannshausen Otto Mencke Otto Mencke Gottfried Leibniz Erhard Weigel Erhard Weigel William Bank's Webpage Daniel Bump's Webpage Mathematics Genealogy Project ** Any information that would fill in any of the blanks on this table would be greatly appreciated **

    59. The Genealogy Map Shows The Maethmatical Influeneces Of Olga
    Julius Placker and rudolf lipschitz. C. Felix Kein, Bonn University 1868.Philipp Furtwangler, University of Guttingen 1896
    http://www.mathsci.appstate.edu/~sjg/womeninmath/michelle/gen.html
    The genealogy map shows the maethmatical influeneces of Olga Taussky-Todd, and her sutdents. Julius Placker and Rudolf Lipschitz C. Felix Kein, Bonn University 1868 Philipp Furtwangler, University of Guttingen 1896 Olga Taussky-Todd, Univeristy of Vienna 1903 Charles Hobby California Institute of Technology 1960
    Robert Thompson California Institute of Technology 1960
    Lorraine Foster 1964
    Edward Bender 1966
    Fergus Gaines 1966
    Daniel Davis 1969
    Donald Maurer 1969
    Charles Johnson 1972
    Raphael Loewy 1972
    Frank Uhlig 1972
    Joseph Parker 1976 Helene Shapiro 1979 Philip Hanlon 1981

    60. Seminar: Korteweg-de-Vries Gleichung 1999
    The paper is a revised version of notes from a series of rudolf lipschitz Lecturesdelivered by the author at Bonn University in January and February of
    http://www.mat.univie.ac.at/~gerald/teaching/kdv99.html
    Uni Wien Math Dep ESI Publications ... Home
    Seminar: Korteweg-de-Vries Gleichung
    Sommersemester 1999
    Peter Michor und Gerald Teschl
    Art: Termin: Ort: Beginn: Seminar 2 std. Do 10:00 - 11:30
    ESI
    , Boltzmanng. 9
    Was Sie erwartet:
    Wir werden den Artikel ( dg-ga/9708004
    • R. S. Palais The symmetries of solitons , Bull. Amer. Math. Soc., Abstract. This paper is an expository account of the development of soliton mathematics, from its inception in famous numerical experiments of Fermi-Pasta-Ulam and Zabusky-Kruskal to the recent synthesis of Terng-Uhlenbeck ( dg-ga/9707004
    besprechen.
    Zielgruppe:
    Studierende der Mathematik, Physik, ... Auf Ihr Kommen freuen sich Peter Michor und Gerald Teschl Uni Wien Math Dep ESI Publications ... Home

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