Geometry.Net - Scientists: Eilenberg Samuel

Author-Index
Translate this page eilenberg, samuel. next page - index root DBLP Home Search Author, Title Conferences Journals Michael Ley (ley@uni-trier.de) Tue Feb 4 162837 2003
http://www.informatik.uni-trier.de/~ley/db/indices/a-tree/A422.html
Samuel Eilenberg 19131998
samuel eilenberg. (19131998). Hyman Bass, Henri Cartan, Peter Freyd, Alex Heller, and
http://www.ams.org/notices/199810/mem-eilenberg.pdf
BIBCYT Autor: Alejandría BE 4.7.1.7r
Translate this page Autor eilenberg, samuel, (Comienzo). 3 registros cumplieron lacondición especificada en la base de información BIBCYT.
http://bibcyt.ucla.edu.ve/cgi-win/be_alex.exe?Autor=Eilenberg, Samuel&Nombrebd=B
BIBCYT Palabra: Alejandría BE 4.7.1.7r
Translate this page 2, 629.891 E34a 2 eilenberg, samuel Automata, Language and Machines.3, QA267 K68 Korshunov, Yu M. Fundamentos Matematicos de la Cibernetica.
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TOPCOM,Samuel Eilenberg By Saunders Mac Lane
samuel eilenberg (19141998). samuel eilenberg, who made decisive contributionsto topology and other areas of mathematics, died on Friday, Feb.
http://at.yorku.ca/t/o/p/c/52.htm

Extractions: The University of Chicago Memorial from Volume 3, #1 , of TopCom Samuel Eilenberg, who made decisive contributions to topology and other areas of mathematics, died on Friday, Feb. 6 in New York City. He had been a leading member of the department of mathematics at Columbia University since 1947. His mathematical books, ideas and papers had a major influence. Eilenberg was born in Poland in 1914. At the University of Warsaw he was a student of Borsuk in the active school of Polish Topology. His thesis, concerned with the topology of the plane, was published in Fundamenta Mathematica in 1936. Its results were well received both in Poland and in the USA. In 1938 he published there another influential paper on the action of the fundamental group on the higher homotopy groups of a space. Algebra was not foreign to his topology! Early in 1939 Sammy's father told him "ammy, it doesn't look good here in Poland, Get out." He did, arriving in New York on April 23, 1939, and going at once to Princeton. At that University, Oswald Veblen and Solomon Lefschetz efficiently welcomed refugee mathematicians and found them suitable positions at American Universities. Sammy's work in topology was well known, so a position for him was found at the University of Michigan. There Ray Wilder had an active group of Topologists, including Norman Steenrod, then a recent Princeton Ph.D. Sammy immediately fitted in, did collaborative research (for example, with Wilder, O.G. Harrold and Dean Montgomery). His 1940 paper in the Annals formulated and codified the ideas of the "obstructions" recently introduced by Hassler Whitney. He also argued with Lefschetz. Finding the Lefschetz book obscure in its treatment of singular homology he provided an elegant and definitive treatment in the Annals (1949).
TOPCOM, Volume 3, #1
Memorial for samuel eilenberg by Saunders MacLane; The Discovery Learning Project; Memorialfor J. Roberts. 5.MEMORIAL FOR samuel eilenberg. by Saunders MacLane
http://at.yorku.ca/t/o/p/c/47.htm

Extractions: edited by Melvin Henriksen commentary@mail.mathatlas.yorku.ca I continue to invite commentary on any article in any issue of TopCom or on any topic of general interest to topologists, including news about topologists or topological activity. TABLE OF CONTENTS Editorial Remarks by Melvin Henriksen Leonard Gillman; an Interview (Part II) by Melvin Henriksen The Catalog of the Hausdorff Edition Memorial for J. Roberts by Richard E. Hodel and Jerry E. Vaughan Memorial for Samuel Eilenberg by Saunders MacLane The Discovery Learning Project More Conference Photos A Book Review by William Goldman Qualifying Exams in Topology by Scott Williams Federal Support for Basic Research in the Mathematical Sciences Letter to the Editor Mystery Topologist 1. EDITORIAL REMARKS by Melvin Henriksen In this editorial, the editor argues for keeping papers reasonably self-contained in mathematical journals. For Whom Are We Writing Papers? 2. LEONARD GILLMAN; AN INTERVIEW by Melvin Henriksen Leonard Gillman has a long and distinguished career as a concert pianist who earned a diploma in piano from the Julliard School of Music, an applied mathematician working for the United States Navy during the second world war, a set-theorist and topologist who wrote many research papers as well as being a co-author with Meyer Jerison of the definitive text "Rings of Continuous Functions" that set the tone for research in this area for the next quarter century, the builder of an excellent mathematics department at the University of Rochester, chairman of the mathematics department at the University of Texas, Secretary-Treasurer of the MAA for many years, and finally its President, author of many excellent expository articles for the American Mathematical Monthly as well as a monograph on how to write mathematics. He consented to summarize his career in a lengthy interview. The first part of the interview has appeared in
Information And Computation Author Index: E
Ehrhard, Thomas; Ehrich, RW; Eichhorst, Peter; eilenberg, samuel;Eisenbarth, Bernhard; Eiter, Thomas; Ekman, Jan; Elias, Peter; Elliott
http://theory.lcs.mit.edu/~iandc/Authors/author-e.html
Mathematician Samuel Eilenberg, 84. Columbia University Record, February 20, 199
Go to Columbia Web. Record Banner. VOL. 23, NO. 15, FEBRUARY 20, 1998. Mathematiciansamuel eilenberg, 84. BY BOB NELSON. samuel eilenberg.
http://www.columbia.edu/cu/record/archives/vol23/vol23_iss15/28.html

Extractions: VOL. 23, NO. 15 FEBRUARY 20, 1998 B Y B OB N ELSON Samuel Eilenberg. He then worked with Henri Cartan to further develop these ideas and founded an area still very much in use today called homological algebra. His longest-running collaboration was with Saunders MacLane. Together they studied a variety of topics in algebraic topology and invented category theory, ubiquitous in modern mathematics. Eilenberg became interested in art collecting on a trip to Bombay in the mid-1950s and pursued Asian art partly to relieve his mind of the rigors of math, Polsky said. Eilenberg is survived by several cousins. A Columbia memorial service is being planned.
Samuel Eilenberg, Columbia Mathematician And Art Collector, Dies
samuel eilenberg, Columbia Mathematician And Art Collector, Dies at84. samuel eilenberg of Columbia University, one of the world's
http://www.columbia.edu/cu/pr/96_99/19265.html
Columbia University Math Department Seminars
COLUMBIA UNIVERSITY. Department of Mathematics. samuel eilenberg LECTURES.Multiplier Ideal Sheaves in Algebraic and Complex Geometry.
http://www.math.columbia.edu/~lrb/EilenbergLecturesF2002.html

Extractions: This lecture series will give an overview, with minimal required background and emphasis on open problems, of various applications of the method of mulitplier ideal sheaves to algebraic and complex geometry. In particular, the following topics will be discussed. I. Effective results in algebraic geometry.
Columbia University Math Department Seminars
COLUMBIA UNIVERSITY. Department of Mathematics.Presents the. samuel eilenberg LECTURES.
http://www.math.columbia.edu/~lrb/EilenbergLecturesS2001.html
Samuel Eilenberg, September 30, 1913January 30, 1998 | By Hyman Bass, Henri Ca
Courtesy of Columbia University, samuel eilenberg September 30, 1913 January30, 1998 By Hyman Bass, Henri Cartan, Peter Freyd, Alex Heller, and Saunders
http://www.nap.edu/html/biomems/seilenberg.html

Extractions: S AMUEL EILENBERG DIED IN New York, January 30, 1998, after a two-year illness brought on by a stroke. He left no surviving family, except for his wide family of friends, students, and colleagues, and the rich legacy of his life's work, in both mathematics and as an art collector. "Sammy", as he has long been called by all who had the good fortune to know him, was one of the great architects of twentieth-century mathematics and definitively reshaped the ways we think about topology. The ideas that accomplished this were so fundamental and supple that they took on a life of their own, giving birth first to homological algebra and in turn to category theory, structures that now permeate much of contemporary mathematics. Born in Warsaw, Poland, Sammy studied in the Polish school of topology. At his father's urging, he fled Europe in 1939. On his arrival in Princeton, Oswald Veblen and Solomon Lefschetz helped him (as they had helped other refugees) find a position at the University of Michigan, where Ray Wilder was building up a group in topology. Wilder made Michigan a center of topology, bringing in such figures as Norman Steenrod, Raoul Bott, Hans Samelson, and others. Saunders Mac Lane's invited lecture there on group extensions precipitated the long and fruitful Eilenberg-Mac Lane collaboration. In 1947 Sammy came to the Columbia University mathematics department, which he twice chaired and where he remained till his retirement. In 1982 he was named a University professor, the highest faculty distinction that the university confers.
Nat'l Academies Press, Biographical Memoirs V.79 (2001), Samuel Eilenberg
en cl, saunders mac lane, mac lane, mathematics en, saunders mac, samuel eilenberg,lane collaboration, wolf prize, henri cartan, ri cartan, norman steenroci
http://www.nap.edu/books/0309075726/html/106.html

Extractions: Openbook Linked Table of Contents Front Matter, pp. i-iv Table of Contents, pp. v-vi Preface, pp. vii-viii Title Page, pp. 1-1 Henry G. Booker, pp. 2-13 George Hermann Buchi, pp. 14-31 Horace Robert Byers, pp. 32-49 Gerald M. Clemence, pp. 50-65 Julius H. Comroe, Jr., pp. 66-83 Rafael Lorente De No, pp. 84-105 Samuel Eilenberg, pp. 106-133 Jordi Folch-Pi, pp. 134-157 Robert Hofstadter, pp. 158-181 Mary Ellen Jones, pp. 182-201 Simon S. Kuznets, pp. 202-231 Franklin Asbury Long, pp. 232-245 Hans Joachim Muller-Eberhard, pp. 246-261 Daniel Nathans, pp. 262-279 William Harrison Riker, pp. 280-301 Richard C. Starr, pp. 302-315 Dean Stanley Tarbell, pp. 316-335 Howard M. Temin, pp. 336-375 Benton J. Underwood, pp. 376-395 Oliver Reynolds Wulf, pp. 396-412
Betel Cutters From The Samuel Eilenberg Collection (Select Books)
all Categories, Art Antiques Collectibles Betel Cutters from the SamuelEilenberg Collection by Brownrigg, Henry. Price US$34.29 (S$60.00*)
http://www.selectbooks.com.sg/titles/12909.htm

Extractions: The custom of betel-chewing in South and Southeast Asia has been said to be "the most important single cultural phenomenon common to a large body of peoples who differ widely in race, language and religion." This handsomely illustrated study is not only devoted to the betel cutter, a hinged one-bladed implement used for slicing the areca nut, but discusses at length the betel habit in Asian societies - its origin, composition of the quid, physical effects of chewing, ceremonial uses and magic - and the paraphernalia used. 187 cutters from the Samuel Eisenberg Collection are catalogued; bibliography included. * Actual charges are made in Singapore Dollars (S$). S$1.00 = US$0.57
Historia Matematica Mailing List Archive: [HM] Samuel Eilenberg (1913-1998)
HM samuel eilenberg (19131998). Julio Next in thread Olivier Souan Re HM samuel eilenberg (1913-1998) . Dear Colleagues,. A
http://sunsite.utk.edu/math_archives/.http/hypermail/historia/oct98/0041.html
Historia Matematica Mailing List Archive: Re: [HM] Samuel Eilenberg (1913-1998)
Re HM samuel eilenberg (19131998). Olivier Errors ; Maybe in replyto Julio Gonzalez Cabillon HM samuel eilenberg (1913-1998) .
http://sunsite.utk.edu/math_archives/.http/hypermail/historia/oct98/0045.html
Topology And Psychoanalysis
Dean, Tim. 1993. The psychoanalysis of AIDS. October 63 83116. eilenberg, samueland John C. Moore. 1965. eilenberg, samuel and Norman E. Steenrod. 1952.
http://www.math.ohio-state.edu/~fiedorow/psych.html

Extractions: and Cinema Criticism At about the same time, in the social and psychological sciences Jacques Lacan pointed out the key role played by differential topology: As Althusser rightly commented, "Lacan finally gives Freud's thinking the scientific concepts that it requires". More recently, Lacan's topologie du sujet has been applied fruitfully to cinema criticism and to the psychoanalysis of AIDS. In mathematical terms, Lacan is here pointing out that the first homology group of the sphere is trivial, while those of the other surfaces are profound; and this homology is linked with the connectedness or disconnectedness of the surface after one or more cuts. Furthermore, as Lacan suspected, there is an intimate connection between the external structure of the physical world and its inner psychological representation qua knot theory: this hypothesis has recently been confirmed by Witten's derivation of knot invariants (in particular the Jones polynomial ) from three-dimensional Chern-Simons quantum field theory.
Www.lehigh.edu/~dmd1/eilobit
Subject Sammy obits (fwd) Copyright 1998 The New York Times Company February 3,1998, Tuesday, Late Edition Final NAME samuel eilenberg SECTION Section B
http://www.lehigh.edu/~dmd1/eilobit
Citations: Transactions Of The American Mathematical Society - Eilenberg, Lane,
samuel eilenberg and Saunders Mac Lane. General theory of natural equivalences. samueleilenberg and Saunders Mac Lane. General theory of natural equivalences.
http://citeseer.nj.nec.com/context/96312/0

Extractions: This paper is cited in the following contexts: A Categorical Manifesto - Goguen (1991) (18 citations) (Correct) ....B there corresponds a natural transformation F ) G. Although this looks like a mere definition of the phrase natural translation, it can nevertheless be very useful in practice. It is also interesting that this concept was the historical origin of category theory, since Eilenberg and Mac Lane used it to formalise the notion of an equivalence of homology theories, and then found that for this definition to make sense, they had to define functors, and for functors to make sense, they had to define categories. This history also explains why homology theory so often appears in .... Samuel Eilenberg and Saunders Mac Lane. General theory of natural equivalences. Transactions of the American Mathematical Society Tossing Algebraic Flowers down the Great Divide - Goguen (1999) (2 citations) (Correct) ....This is an insight from mathematics. The journey through this paper has already encountered several cases where morphisms are important: initial extensions for constraint programming (in Section 2.9) data constraints (in Section 2.4) and inclusion systems (Section 2.
BKI 16-1 SEMINAIRES
Translate this page 36, TITRE Exposition des théories de Morse et Lusternick-Schnirelmann AUTEUR eilenberg, samuel COTE IECN 536 PAGINATION 6 f. EXPOSE Décembre 1950.
http://www.iecn.u-nancy.fr/~eguether/archives/BKI1/node52.html

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