41. Weekly List Of Books 47 steenrod, norman Topology of fibre bundles by norman steenrod. Princeton Princeton University press, 1951. viii, 229p. ISBN 0691-00548-6. http://www.library.iisc.ernet.in/access/wklstbks/16dec2k2.html

J R D TATA MEMORIAL LIBRARY WEEKLY LIST OF BOOK ADDITIONS From To Part I : Main Library Part II: Department Libraries Part I: Main Library Serial No: Book catalogue 1 Coral gables conference on Cosmology and elementary particle physics (30: 2001: Fort Lauderdale) Cosmology and elementary particle physics. AIP Conference proceedings. Vol.624: ed by Behram N Kursunoglu, Stephan L Mintz, Arnold Perlmutter. Melville: American institute of physics, 2002. xix, 364p.: incl. bibl. (AIP Conference proceedings. Vol.624). ISBN : 0-7354-0073-3. ** Cosmology; Particle physics; Gravitational theory - Advances; Neutrons and CP violation; American Institute of Physics 2 Workshop on astrophysical polarized backgrounds (2001: Bologna) Astrophysical polarized backgrounds. AIP Conference proceedings. Vol.609: ed by Stefano Cecchini et al. . Melville: American institute of physics, 2002. xi, 314p.: incl. bibl. (AIP Conference proceedings. Vol.609). ISBN : 0-7354-0055-5. ** Astrophysics; Cosmic microwave background; Anisotropies; Diffused polarised background; Polarimetry; American Institute of Physics BIOLOGY 3 Ikan, Raphael

42. Zbigniew Fiedorowicz Solomon Lefschetz begat norman E. steenrod (Princeton, 1936, Universal Homology norman E. steenrod begat George W. Whitehead, Jr. (Chicago, 1941, http://www.math.ohio-state.edu/~fiedorow/

Home Page for Zbigniew Fiedorowicz Contact Information Office: mw504 Phone: 614-292-0724 Fax: 815-364-0611 (EFAX fax-to-email gateway) Mailing address: Department of Mathematics Ohio State University Columbus, OH 43210 email: fiedorow@math.ohio-state.edu Autumn Quarter Schedule Teaching Math. 860, MWF 11:30-12:30 Advisory Committee, Tues. 10:30-11:30 CENT, Tues. 3:30-2:30 Office hours: MWF 1:30-3:00 If you are curious about the pronunciation of my name, click here. Course Pages Math. 152 WebCT Page Math 860 Math 153 Math 656 ... Math 657 Research Interests Algebraic topology, algebraic K-theory, quantum groups, category theory Curriculum Vitae and Publications Survey Talk - Oberwolfach - Nov 95 (latex) - revised Survey Talk - Oberwolfach - Nov 95(dvi) - revised Survey Talk - Oberwolfach - Nov 95 (ps) - revised ... ps My Mathematical Ancestors Carl Gottfried Neumann (?) begat William E. Story (Leipzig, 1875, On the Algebraic Relations Existing Between the Polars of a Binary Quantic William E. Story begat

43. Books Suggested For The Library Author norman steenrod Title The Topology of Fibre Bundles Publisher Princeton University Press Edition Paperback Other data http://www.saha.ac.in/theory/www/books/waiting.html

Books suggested for the library Maintained by: Palash B Pal Last modified: Wed Jul 14 11:23:16 IST 2004 This list started on 08/07/2004 Author : I. I. Bigi, A. I. Sanda Title : CP violation Publisher : Cambridge Univ Press Edition : Other data : ISBN: 0521443490 Suggested by : Palash Baran Pal Author : R.C Hwa, X.N Wang Title : Quark Gluon Plasma 3 Publisher : World Scientific Publishing Company Edition : March 2004 Other data : Price $98, hardcover, ISBN: 9812380779 , Suggested by : Purnendu Chakraborty Author : R. J Rivers Title : Path Integral Methods in Quantum Field Theory Publisher : Cambridge University Press Edition : Cambridge Monographs on Mathematical Physics Other data : paperback, price $42, ISBN: 0521368707 Suggested by : Purnendu Chakraborty Author : W. M. Boothby Title : An Introduction to Differentiable Manifolds and Riemannian Geometry Publisher : Academic Press Edition : 2nd Ed, Aug 5, 2002 Other data : ISBN : 0121160513 Suggested by : Amit Ghosh Author : N. Steenrod Title : The Topology of Fibre Bundles Publisher : Princeton University Press Edition : April 5, 1999

44. Date Wed, 4 Feb 1998 102251 -0500 (EST) From James Stasheff He and a coauthor, norman steenrod of Princeton University, collaborated in studying algebraic topology. They set out their findings in a 1952 book, http://www.lehigh.edu/~dmd1/eilobit

Date: Wed, 4 Feb 1998 10:22:51 -0500 (EST) From: James Stasheff

45. Readings In Algebraic Topology The topology of fibre bundles , by norman steenrod, reprint of 1951 edition, Princeton University Press, 1999. Math Review. Spectral Sequences in Algebraic http://www.math.neu.edu/~suciu/g722/readalgtop.sp05.html

Professor Alexandru I. Suciu Introduction to Homotopy Theory Spring 2005 Wednesdays 1 PM2:30 PM, in 544 NI This course is meant as an introduction to classical Homotopy Theory, and some of its applications. Here are some of the topics we may cover: Higher homotopy groups, cofibrations, fibrations, fiber bundles, homotopy sequences, homotopy groups of Lie groups and associated manifolds, cellular approximation, Hurewicz theorem, Whitehead theorem, Eilenberg-MacLane spaces, obstruction theory, Postnikov towers, cohomology of fiber bundles, characteristic classes, spectral sequences, Steenrod sqaures. And here are some useful textbooks (including some olden goldies): Algebraic Topology , by Allen Hatcher , Cambridge University Press, 2002. Math Review Topology and Geometry , by Glen Bredon, GTM No. 139, Springer-Verlag, 1997. Math Review Elements of Homotopy Theory , by George W. Whitehead, GTM No. 61, Springer-Verlag, 1979. Math Review Characteristic Classes , by John W. Milnor

46. Economic Research Library, University Of Minnesota How to write mathematics, by norman steenrod, Paul R. Halmos, Menahem M. Schiffer Jean R. Diedonne. American Mathematical Society, 1973. 64p. http://www.econ.umn.edu/~econlib/jan04.html

Welcome to the University of Minnesota's Economics Research Library RECENT ACQUISITIONS January 2004 BOOKS Advances in behavioral economics Mathematical statistics : basic ideas and selected topics. Prentice-Hall, 2001. (519.5 B583) Bowles, Samuel. Microeconomics : behavior, institutions, and evolution. Princeton University Press, 2004. 584p. (338.001 B787) Chamley, Christophe P. Rational herds : economic models of social learning. Cambridge University Press, 2003. 402p. (301.1 C448) Explaining growth Feenstra, Robert. Advanced international trade Ferguson, Brian S. and G.C. Lim. Dynamic economic models in discrete time : theory and empirical applications. Routledge, 2003. 167p. (330.01 F352) Gordon, Robert J. Productivity growth, inflation, and unemployment (essays). Cambridge University Press, 2004. (339.5 G665) Guide to economic indicators : making sense of economics, 5th ed. Bloomberg Press, 2003. 243p. (Reference) Differential equations, dynamical systems, and an introduction to chaos. Academic Press, 2004. 417p. (515.35 H669 2nd)

47. Norman Steenrod - Wikipedia, The Free Encyclopedia More results from en.wikipedia.org Samuel Eilenberg, September 30, 1913—January 30, 1998 By Hyman bringing in such figures as norman steenrod, Raoul Bott, Hans Samelson, Ray Wilder had an active group of topologists, including norman steenrod, http://en.wikipedia.org/wiki/Norman_Steenrod

Wikimedia needs your help in the final days of its fund drive. See our fundraising page The Red Cross and other charities also need your help. Norman Steenrod From Wikipedia, the free encyclopedia. Norman Earl Steenrod April 22 October 14 ) was a leading mathematician , working in the field of topology . His book The Topology of Fiber Bundles is a standard reference. In collaboration with Samuel Eilenberg , he was a founder of the axiomatic approach to homology theory He was born in Dayton Ohio , and educated at Miami University and University of Michigan . He was a doctoral student of Solomon Lefschetz . He held positions at the University of Chicago from 1939 to 1942, the University of Michigan from 1942 to 1947, and then at Princeton University See also: Steenrod operation Steenrod algebra edit External links Biography at the MacTutor archive http://www.usna.edu/Users/math/meh/steenrod.html This biographical article about a mathematician is a stub . You can help Wikipedia by expanding it Retrieved from " http://en.wikipedia.org/wiki/Norman_Steenrod Categories Mathematician stubs 1910 births ... American mathematicians Views Article Discussion Edit this page History Personal tools Create account / log in Navigation Main Page Community portal Current events Recent changes ... Donations Search Toolbox What links here Related changes Upload file Special pages ... Permanent link This page was last modified 01:00, 16 July 2005.

48. Bott: Morse Theory Indomitable time in 195253 I picked norman steenrod up at the Princeton railway station steenrod was a great hero of mine and my first real topology teacher. http://www.numdam.org/numdam-bin/item?id=PMIHES_1988__68__99_0

49. Mathematics List Pt. 4 norman steenrod. Osnovaniya Algebracheskoy Topologii foundations of algebraic topology 401 pp. mocba 1958 . Hardback. Good condition. http://www.significantbooks.com/mthl4.htm

Go back to Catalog Lists To inquire about any of these items contact us by e-mail at: inquire@significantbooks.com Start of Math page 4. Go To Math page Mathematics List Page 4. Authors, Ev. thru Gr. Eichorn, Wolfgang. Theorie der Homogenen Produktionsfunktion. 119 pp. Springer-Verlag. 1970. Softcover. Good condition. (Lecture Notes in Operations Research and Mathematical Systems, No. 22). MATH12147 $5.00 Osnovaniya Algebracheskoy Topologii [foundations of algebraic topology] 401 pp. mocba 1958 . Hardback. Good condition. (This is a Russian translation ot the 1952 work printed by Princeton University Press. ) MATH12781 $30.00 Eisenman, Donald A. Intrinsic Measures on Complex Manifolds and Holomorphic Mappings. 80 pp. Memoirs American Mathematical Society. #096 (1970). (Softcover) Very good condition. MATH10243 $15.00 Endler, Otto. Teoria de Galois Infinita. iii. 61, 1 pp. Rio de Janerio. 1965 ( Softcover ) Covers soiled and chipped around the edges. ( Notas de Mathematica N. 30 ) MATH13835 $15.00 Engel, Friedrich. et.al.

50. Math 433 Homepage norman steenrod, Princeton 1974. Differential Forms in Algebraic Topology. Raoul Bott and Loring Tu, SpringerVerlag. http://www.math.uiuc.edu/~cwillett/bundles/

Vector Bundles and an Introduction to Gauge Theory Who/What/Why These are the class notes to Math 433 - The Geometry of Vector Bundles and an Introduction to Gauge Theory - during the spring semester of 1998 at the The University of Illinois at Urbana Champaign . The course is being taught by Professor Steven Bradlow . For now, this page will contain links to the just the class notes in dvi,TeX, and PostScript formats. You may download individual lectures or any of three .tar.gz files containing blocks of lectures. As time goes by, more may be added. The notes are being put into TeX by Hung-Jen Hsu and Chris Willett , two graduate students at the University of Illinois. Any complaints, ideas, suggestions, or corrections should be sent to Chris Willett The Syllabus and References Geometry of Vector Bundles and an Introduction to Gauge Theory The course will cover the following topics: The Basics (a) Vector bundles and principal bundles: definitions and basic constructions. (b) Connections, curvature, and gauge groups. (c) Characteristic classes and Chern-Weil theory Some more specialized topics (a) Spin bundles and Dirac operators, SpinC bundles.

51. Basic Library List-Topology Chinn, William G. and steenrod, norman E. First Concepts of Topology Washington, DC Mathematical Association of America, 1966. Dugundji, James. http://www.maa.org/BLL/topology.htm

TOPOLOGY Back to Table of Contents Topology: General Topology * Alexandroff, Paul. Elementary Concepts of Topology Mineola, NY: Dover, 1961. Arkhangelski i, A.V. and Pontrjagin, Lev S., eds. General Topology I: Basic Concepts and Constructions, Dimension Theory New York, NY: Springer-Verlag, 1990. * Bing, R.H. Elementary Point Set Topology Washington, DC: Mathematical Association of America, 1960. Bourbaki, Nicolas. Elements of Mathematics: General Topology New York, NY: Springer-Verlag, 1989. ** Chinn, William G. and Steenrod, Norman E. First Concepts of Topology Washington, DC: Mathematical Association of America, 1966. Dugundji, James. Topology Boston, MA: Allyn and Bacon, 1966. Fuks, D.B. and Rokhlin, V.A. Beginner's Course in Topology: Geometric Chapters New York, NY: Springer-Verlag, 1984. Gamelin, Theodore W. and Greene, Robert E. Introduction to Topology Philadelphia, PA: Saunders College, 1983. Gemignani, Michael C. Elementary Topology, Mineola, NY: Dover, 1990. Second Edition. Hausdorff, Felix. Set Theory

52. UM Department Of Mathematics: General Information later became chair in 19571967; Erich Rothe, in functional analysis; Samuel Eilenberg and norman steenrod, who made major contributions to topology. http://www.math.lsa.umich.edu/information/depthistory.shtml

Home People Graduate Program Undergraduate Program ... Links Search Mathematics Search WWW Department History Department of Mathematics Brief HistoryThe First 150 Years by Wilfred Kaplan A Talk at the Dedication of East Hall on Oct. 17, 1997 This is an overview of the story of the Mathematics Department in Ann Arbor. I provide some "snapshots." September 25, 1841. University first offers classes. There are seven students and two professors, Reverend George P. Williams teaching mathematics and science, Reverend Joseph Whiting teaching Greek and Latin. 1854. There are sixty-three freshmen. Curriculum covers algebra, geometry (Legendre), trigonometry, analytic geometry and calculus. 1863. Professor Edward Olney and an instructor do the teaching. 1877. There is a staff of five. Curriculum expands slightly, with encouragement to those who wish to study topics such as quaternions, calculus of variations, calculus of finite differences. 1881. A complete set of Crelle's Journal is donated to the tiny University Library.

53. A Brief History Of The Department Of Mathematics Two of these included Saunders Mac Lane and norman steenrod, though both left after a few years. Bliss retired in 1941, and was succeeded as chair by EP http://www.math.uchicago.edu/history.html

A Brief History of the Department The University of Chicago, and with it the Department of Mathematics, opened its doors in October of 1892. The first chair of the department was Eliakim Hastings Moore, who had been an associate professor at Northwestern. He immediately appointed Oskar Bolza and Heinrich Maschke, and the three of them became the core of the department during the period 1892-1908. R.C. Archibald has described this group as follows: These three men supplemented one another remarkably. Moore was a fiery enthusiast, brilliant, and keenly interested in the popular mathematical research movements of the day; Bolza, a product of the meticulous German school of analysis led by Weierstrass, was an able, and widely read research scholar; Maschke was more deliberate than the other two, sagacious, brilliant in research, and a most delightful lecturer in geometry. During the period the University of Chicago was unsurpassed in America as an institution for the study of higher mathematics.

54. Library Acquisitions: 10/04 Writings on an ethical life (Harper Collins, 2000). steenrod, norman E. et al. How to write mathematics (American Mathematical Society, 1973). http://www.santafe.edu/events/update/pastissues/october04/library.php

Advanced Search Events Calendar Talks ... Contact Us Quick Links... People Summer Schools Working Papers Visiting SFI Home Events Update Past Issues ... October 2004 > Library Acquisitions Santa Fe Institute Update - October 2004 Library Acquisitions The Library kindly thanks Brian Arthur, Robert Eisenstein, Doyne Farmer, Murray Gell-Mann, Massimo Negrotti, and Elizabeth Wood for their generous donations of books. Arnold, V.I. Ordinary differential equations (The MIT Press, 1973). Ball, Philip. Designing the molecular world: chemistry at the frontier (Princeton University Press, 1994). Baruk, Henri. Patients are people like us: the experiences of half a century in neuropsychiatry (William Morrow and Company, 1978). Cooper, Geoffrey M. The cell: a molecular approach (ASM Press, 1997). Cushing, J.M. et al. Chaos in ecology: experimental nonlinear dynamics (Academic Press, 2003). Ehrlich, Paul R. Human natures: genes, cultures, and the human prospect (Island Press, 2000). Eliasmith, Chris and Charles H. Anderson. Neural engineering: computation, representation, and dynamics in neurobiological systems (The MIT Press, 2003). Florida, Richard. The rise of the creative class (Basic Books, 2002).

55. Autobiography Of Patrick Suppes, P. 2 I do remember certain impressive individuals, including Richard McKeon at Chicago, who lectured on Aristotle, norman steenrod, who taught my first course in http://www.stanford.edu/~psuppes/autobio2.html

From Chicago I was sent to the South Pacific for two years of duty in 1944 and 1945. After a short period of adjustment, I found the isolation and serenity of the Solomon Islands quite attractive. I occupied myself with swimming, poker, Aristotle, and a couple of correspondence courses in mathematics and French. After a year of living on a small island, occupied only by military troops, I was transferred to Guam, which seemed relatively civilized but less conducive to intellectual work. I was discharged from the Army Air Force in 1946, and after some months of deciding what to do, changing my mind any number of times, and spending more than half a year working for my father in the oil fields near Artesia, New Mexico, I entered Columbia University as a graduate student in philosophy in January of 1947 and received a PhD in 1950. As an undergraduate I moved too often to be strongly influenced by any one teacher. I do remember certain impressive individuals, including Richard McKeon at Chicago, who lectured on Aristotle, Norman Steenrod, who taught my first course in calculus, and Professor Tanner at the University of Tulsa, from whom I learned elementary Greek. Considering my relatively extensive research efforts in psychology from about 1955 onward, it is somewhat surprising that I took no work in psychology either as an undergraduate or as a graduate student, but there was a feature of my education that made it easier for me to pick up what I needed to know without prior systematic training. As an undergraduate I wandered about in several different fields, and because of the easygoing policy of the Department of Philosophy in those days at Columbia I spent a good deal of time in nonphilosophical courses. I thus developed early the habits of absorbing a wide variety of information and feeling at home in the problem of learning a subject in which I had not had much prior training or guidance.

56. Samuel Eilenberg -- Facts, Info, And Encyclopedia Article link for more info and facts about homology theory) homology theory with (Click link for more info and facts about norman steenrod) norman steenrod, http://www.absoluteastronomy.com/encyclopedia/s/sa/samuel_eilenberg.htm

Samuel Eilenberg [Categories: Topologists, Polish mathematicians, Category theory, 1998 deaths, 1913 births] Samuel Eilenberg (September 30, 1913-January 30, 1998) was a (The property of being smooth and shiny) Polish (A person skilled in mathematics) mathematician . He was born in (The capital and largest city of Poland; located in central Poland) Warsaw , Poland and died in (A Mid-Atlantic state; one of the original 13 colonies) New York (The army of the United States of America; organizes and trains soldiers for land warfare) USA His main interest was (The configuration of a communication network) topology . He worked on the axiomatic treatment of (Click link for more info and facts about homology theory) homology theory with (Click link for more info and facts about Norman Steenrod) Norman Steenrod , and on (Click link for more info and facts about homological algebra) homological algebra with (Click link for more info and facts about Saunders Mac Lane) Saunders Mac Lane , wrote a book on (Click link for more info and facts about homological algebra) homological algebra with (Click link for more info and facts about Henri Cartan) Henri Cartan that became a classic, and took part in the

57. TQFT Club Meeting 14-July-2005 Summary In 1945 Samuel Eilenberg and norman E. steenrod set forth the essential properties of a homology theory in terms of seven axioms; http://www.math.ist.utl.pt/~rpicken/tqft/next.html

TQFT Club Meeting 14-July-2005, Thursday TQFT home 14.00 - 15.00 Mike Paluch (Instituto Superior Técnico) "Twisted K-Theory." (X) to H (X) is a natural transformation of covariant functors. Here K (X) denotes the Grothendieck group of algebraic vector bundles on X, H (X) denotes a suitable cohomology theory, ch is the Chern character, and Td(X) is the Todd class of the tangent bundle of X. Michael Atiyah and Friedrich Hirzebruch developed K-theory in the context of topological spaces and showed that topological K-theory satisfies the first six axioms of Eilenberg and Steenrod. Using Bott periodicity one readily shows that the K-theory of a point is infinite cyclic in even degrees and vanishes in odd degrees. Recently Edward Witten has argued that K-theory is relevant to the classification of Ramond-Ramond (RR) charges as well as noncommutative Yang-Mills theory or open string field theory. In order to consider D-branes with a topologically non-trivial Neveu-Schwarts 3-form field H, one needs to work with a twisted version of topological K-theory. If H represents a torsion class, one may use the twisted K-theory developed by Peter Donavan and Max Karoubi. In this talk I shall describe two constructions of twisted K-theory one set forth by Michael Atiyah and Graeme Segal and the other by Daniel Freed, Michael J. Hopkins and Constantin Teleman. Due to personal limitations I shall give a braneless presentation. References: M Atiyah and F Hirzebruch, Vector bundles and homogenuous spaces, Proc. of Symposia in Pure Maths vol 3, Differential Geometry, Amer. Math. Soc 1961, 7-38.

58. Fine Hall Index norman steenrod 1 2 Ralph Strichartz 3 Dennis Sullivan 1 4 James Thompson 5 Hale Trotter 2 3 10 Albert Tucker 9 John Tukey 5 William Veech 1 2 http://www.math.sunysb.edu/~tony/album/finehallindex.html

Fine Hall in the Early 60s Pictures from Jay Goldman's Photo Album Index Ralph Abraham Christopher Anagnostakis Salomon Bochner Srully Blotnik William Browder Stefan Burr David Cantor Pat Clarke George Cooke Joseph Doob Bernard Dwork Edgar Feldman William Feller Ross Finney Ralph Fox William Fulton Charles Giffen Michael Gilmartin Harry Gonshor James Guard Robert Gunning John Hartigan Agnes Henry Nicholas Katz Bonnie Kearns Anthony Knapp Francis Larkin Harry Lakser John Edensor Littlewood Lucas Irwin Mann John Mather James Milgram John Milnor Henry Mitchell John Nash Lee Neuwirth Julian Noble Frank Oglesby Christos Papakyriakopoulos Torrence Parsons Theodore Petrie Anthony Phillips Burton Randol Daniel Reich Joel Robbin Ralph Rosskies Steven Scheinberg Michael Schlessinger David Shelupsky Lawrence Shepp Goro Shimura Laurence Siebenmann William Singer Nevil Smythe Michael Spivak John Stallings Norman Steenrod Ralph Strichartz Dennis Sullivan James Thompson Hale Trotter Albert Tucker John Tukey William Veech Virginia Nonziato John Wagoner Walsh Gerard Washnitzer Benjamin Weiss Arthur Wightman

59. CU DeLong Lecture Series His Princeton Ph.D. thesis was written under the direction of John Moore and norman steenrod. Professor Baum s work in mathematics has been http://euclid.colorado.edu/~rmg/delong/

University of Colorado Forty-First Annual DeLong Lecture Series Department of Mathematics Professor Paul Baum An Introduction to K-Theory Date Time Room Title Monday, March 28, 2005 4:00-5:00 pm BESC 180 Mathematical Impossibilities This is mainly about the impossibility (within the rules of Greek geometry) of angle trisection. Some other impossibilities - solution of fifth and higher degree equations by a radical formula, the Fermat problem - will be briefly mentioned. This lecture begins with the quadratic formula and should be understandable to anybody with a reasonable high school education. Wednesday, March 30, 2005 4:00-5:00 pm ECCR 1B40 What is K-Theory and what is it good for? This lecture begins with the definition of K(A) via idempotent matrices, where A Friday, April 1, 2005 4:00-5:00 pm ECCR 1B40 Trees, Buildings, Symmetric Spaces, and K-Theory for Group C algebras This lecture begins with a list of problems in various parts of mathematics. The point is then made that all of these problems are contained in the Baum-Connes conjecture on the K-theory of group C algebras. The lecture concludes by stating the relevant problem, and giving some indication of the proposed solution. This lecture should be comprehensible to people with some additional mathematical background to that needed for Lecture II. For example, the definitions of Hilbert space and topological group will be assumed.

60. James E. White - Mathematician Of The African Diaspora of Bill Massey which makes him my mathematical first cousin twice removed (his mathematical grandfather norman steenrod was my greatgreat grandfather). http://www.math.buffalo.edu/mad/PEEPS/white_jamesa.html

James E. White Born: March 27, 1946; birthplace: Livorno, Italy Died: July 18, 2004 Ph.D. (1972) Yale University thesis: ; advisor William Massey area: Algebraic Topology Most recent employment : founder and director of the Mathwright Library at http://www.mathwright.com James White died suddenly and unexpectedly July 18, 2004. He was 58 years old, and is survived by his wife, Sally, four children, and two grandchildren. PUBLICATIONS Kalman, Dan; White, James E Chern, Shiing Shen; White, James Duality properties of characteristic forms Invent. Math. Takens, Floris; White, James Morse theory of double normals of immersions Indiana Univ. Math. J. MAA memorium page (Kalman): http://www.maa.org/features/101404whiteobit.html in memorium (Dankalman): http://www.dankalman.net/White/ mathwrite CV page: http://www.mathwright.com/cv.htm The following was read at a memorial service at the MAA meeting in Atlanta 2005. Jim White: 1946-2004 by Jerry Porter Jim was born on March 27, 1946 on a US Army base in Livorno, Italy. His father was an American soldier, his mother Italian. He was the eldest of four children, having two brothers and a much younger sister. His mother was from Naples and was (of course) a native speaker of the Neapolitan ("Napolitan") dialect of Italian. Jim grew up speaking some Napolitan, and studied Italian in college (at Fordham). He went to Italy for a summer with a group from Fordham and other colleges during his college years.

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