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         Spanier Edwin:     more detail
  1. Algebraic Topology (Volume 0) by Edwin H. Spanier, 1994-12-06
  2. ALGABRAIC TOPOLOGY by Edwin H. Spanier, 1966
  3. Set theory and metric spaces by Edwin Henry Spanier, 1955
  4. Algebraic Topology '66 by Edwin H. Spanier, 1966
  5. Obstruction theory, (Notas de matematica) by Edwin Henry Spanier, 1966
  6. Research on duality in homotopy theory between the Mathematics Division, Air Force Office of Scientific Research, ARDC, and the University of Chicago Department ... Office of Scientific Research. TN 59-359) by Edwin Henry Spanier, 1959
  7. Linear geometry (mathematics 112) by Edwin Henry Spanier, 1961
  8. General topology by Edwin Henry Spanier, 1960

61. Feminism And Science
spanier, Bonnie B. Im/partial Science Gender Ideology in Molecular Biology.Indiana Univ. edwin Mellen Press, 1988. Nielsen, Joyce McCarl, ed.
http://www.cddc.vt.edu/feminism/sci.html
Feminism and Science
Individual Feminists:
Donna Haraway Evelyn Fox Keller Helen Longino Ma Huidi ... Margarete Maurer
Other Feminists:
Ruth Bleier Lynda Birke Sandra Harding Hilary Rose Dorothy Smith Adrienne Zihlman
Internet Links
There is a great summary of web resources for women scientists here here Edinburgh University Press is launching a new feminist series on Gender, Science, and Technology. For more information, please contact the General Editor, Dr. Lynda Birke, here You can order copies of the journal, "Women and Health," edited by Jeanne Mager Stellman, from The Haworth Press, at this postal address: The Haworth Press, Inc., 10 Alice Street, Binghamton, NY 13904-1580. Free samples copies of this journal are available to libraries and faculty with library recommendation.
Science and Feminism is also available on these country pages:
AFRICA:
Benin Nigeria
ASIA:
Azerbaijan Bangladesh Japan Mongolia
EUROPE:
Austria Britain Switzerland
OCEANIA:
Australia

62. Mat539 References
edwin spanier, Algebraic Topology Encyclopedic but rather dry. PJ Hilton and S.Wylie, Homology Theory Engaging but marred by exotic terminology and
http://www.math.sunysb.edu/~tony/algtop/refs.html
MAT 539 (Spring 1997) Algebraic Topology
Text and References
Text
Marvin J. Greenberg and John R. Harper, Algebraic Topology, A First Course , Addison-Wesley, New York 1981.
References
Edwin Spanier, Algebraic Topology
Encyclopedic but rather dry. P.J. Hilton and S. Wylie, Homology Theory
Engaging but marred by exotic terminology and notation. H. Seifert and W. Threlfall, A Textbook in Topology
Still very useful for intuition and examples (trefoil knot complement, dodecahedral space, incidence matrices, etc.). The original German Lehrbuch der Topologie is also available. William Massey Singular Homology Theory
Another standard text.

63. Edwin Spanier Université Montpellier II
Translate this page edwin spanier (1921-1996). 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=1839

64. A Guide To The H. S. Vandiver Papers, 1889-1977
spanier, edwin Henry, see box seventeen, folder one. Stone, Marshall Harvey,four letters, see also box seventeen, folder one, 19601961
http://www.lib.utexas.edu/taro/utcah/00303/cah-00303.html
TARO Repository Browse List Print Version Raw XML File (104k) ... Accessing Materials Described Here
TABLE OF CONTENTS
Descriptive Summary Biographical Note Scope and Contents Organization ... Books:
A Guide to the H. S. Vandiver Papers, 1889-1977
Descriptive Summary Creator Vandiver, Harry Shultz, 1882- Title: H. S. Vandiver Papers, Dates: Abstract This collection consists of correspondence (about 2350 items), research notes, bibliographies, lecture notes, notebooks, drafts of publications, reprints, and photographs documenting the career of H. S. Vandiver. Accession No. Extent 17 ft. of manuscript material, plus books Laguage Materials are written in English. Repository Archives of American Mathematics, Center for American History, The University of Texas at Austin
Biographical Note
H. S. Vandiver was a number theorist and member of The University of Texas at Austin faculty from 1925 until his retirement in 1966. Among other research interests, Vandiver was an authority on Fermat's last theorem. Born October 21 in Philadelphia, Pennsylvania

65. John Simon Guggenheim Memorial Foundation 1952 Fellows Page
edwin Henry spanier, Deceased. Mathematics 1952. Hertha Dorothea Elisabeth Sponer, .Deceased. Physics 1952. Kenneth Milton Stampp, AF and May T. Morrison
http://www.gf.org/52fellow.html
Foundation Program Areas United States and Canada
Latin America and the Caribbean
listing by year all lists ... home page
1952 U.S. and Canadian Fellows
top of page
  • Gay Wilson Allen Deceased . American Literature: 1952, 1959.
  • Hannah Arendt Deceased . Political Science: 1952.
  • William Clarence Askew deceased .Professor Emeritus of History, Colgate University: 1952.
  • Daniel I. Axelrod , Professor Emeritus of Botany, University of California, Davis: 1952.
  • Saul Baizerman Deceased . Fine Arts: 1952.
  • James Franklin Beard, Jr Deceased . American Literature: 1952, 1958.
  • Wilfred Roloff Beny Deceased . Fine Arts-Graphics: 1952.
  • Theodore H. Berlin Deceased . Physics: 1952.
  • John Berryman Deceased . Poetry: 1952, 1966.
  • Herbert G. Birch Deceased . Psychology: 1952.
  • Morris Atkinson Blackburn Deceased Instructor in Graphics, Painting, and Drawing, Pennsylvania Academy of Fine Arts, Philadelphia: 1952.
  • Norman Hill Boke Deceased . Biology-Plant Science: 1952.
  • Giuliano Ugo Bonfante , Retired Professor of Linguistics; Scholar, Rome: 1952.
  • William Andrew Bonner , Professor Emeritus of Chemistry, Stanford University: 1952.

66. COURSE SYLLABUS Course Number MATH7760 Course Title AN
Possible textbooks and/or references Algebraic Topology, edwin H. spanier, 1966,SpringerVerlag New York, Inc. Lectures on Algebraic Topology, 2nd ed.
http://www.auburn.edu/~smith01/txtsyll/syl7760.txt
COURSE SYLLABUS Course Number: MATH7760 Course Title: AN INTRODUCTION TO ALGEBRAIC TOPOLOGY I Credit Hours: 3 Prerequisites: MATH 7510 or departmental approval. Corequisite: Objectives: To provide students with the elementary theory and common applications of singular homology theory. To prepare students for further study in the areas of both geometric and algebraic topology. Course Content: The major goal of MATH 7760 is to establish a homology theory for a reasonable class of spaces and equip students with the knowledge and techniques which will enable them to use the material in standard applications, such as degree theory for maps of spheres, separation and invariance properties in Euclidean spaces, and fixed point theorems. One possible development of the material is the following: Homology of chain complexes (2 weeks). Chain complexes arising from spaces and simplicial and/or CW complexes. (2 weeks). The axioms of homology and their verification (3 weeks) Computations of homology groups. (3 weeks). Applications. (4 weeks). Possible textbooks and/or references: Algebraic Topology, Edwin H. Spanier, 1966, Springer-Verlag New York, Inc. Lectures on Algebraic Topology, 2nd ed. Albrecht Dold, 1980, Springer-Verlag New York, Inc. Elements of Algebraic Topology, James R. Munkres, 1984, Addison-Wesley Publishing Co., Inc. Topology and Geometry, Glen E. Bredon, 1993, Springer-Verlag New York, Inc. Sample Grading and Evaluation Procedures A graduate student is expected to creatively engage the mathematical material of the course. The student will be given problems to solve; these problems may include the derivation of proofs to theorems. These solutions may be presented in class on the blackboard or be written up to be handed in to the instructor. Extended projects may also be assigned. Grade Calculation Presentation of solutions to problems/theorems, homework: 40% Midterm exam or midterm project: 25% Final Exam or culminating project: 35% There may be variations in these procedures depending on the individual instructors and the nature of the specific material. Sample Statement Re: Accommodations Students who need accommodations are asked to arrange a meeting during office hours the first week of classes, or as soon as possible if accommodations are needed immediately. If you have a conflict with my office hours, an alternate time can, be arranged. To set up this meeting, please contact me by E-mail. Bring a Copy of your Accommodation Memo and an Instructor Verification Form to the meeting. If you do not have an Accommodation Memo but need accommodations, make an appointment with The Program for Students with Disabilities, 1244 Haley Center, 844-2096 (V/TT). (Note: Instructor office room, office hours and email address will be made available on the course syllabus and on the first day of class.) JUSTIFICATION FOR GRADUATE CREDIT This course is part of a modified semester version of a 600-level sequence under the quarter system. Under the quarter system it was specifically designed as a graduate course. It was approved as part of our graduate program and has been a traditional part of our graduate program offerings. Outside of modernization, the standard of the course remains at the same graduate level that the department has maintained in the past. The course demands considerable mathematics background and a degree of mathematical maturity traditionally found at the graduate level. The 7000-level course will inculcate the same analytical skills and depth of understanding previously demanded by the comparable 600-level quarter course. In order to successfully complete the course the student will have to demonstrate an ability to creatively examine and apply the mathematics presented in the course.

67. COURSE SYLLABUS Course Number MATH7790 Course Title ADVANCED
Possible textbooks and/or references Algebraic Topology, edwin H. spanier, 1966,SpringerVerlag New York, Inc. Topology and Geometry, Glen E. Bredon,
http://www.auburn.edu/~smith01/txtsyll/syl7790.txt
COURSE SYLLABUS Course Number: MATH7790 Course Title: ADVANCED ALGEBRAIC TOPOLOGY II Credit Hours: 3 Prerequisites: MATH7780. Corequisite: Objectives: To provide students with advanced knowledge of the theory and applications of algebraic topology. To bring students to the point of doing research in the areas of both geometric and algebraic topology. Course Content: This two course sequence is based on the three quarter course sequence MATH 0677-0678-079. These courses were originally approved with the stated design of concentrating on topics which are close to current research and for which a syllabus closely specifying the time spent on topics would not really be appropriate. Topics in the two semesters include the following, although the order will depend on the interests of the instructor: Advanced topics in homology, cohomology, and duality. Relations between homotopy and homology/cohomology. Fibrations, cofibrations, advanced topics in homotopy theory. Applications to and further study of manifolds and geometric topology. Possible textbooks and/or references: Algebraic Topology, Edwin H. Spanier, 1966, Springer-Verlag New York, Inc. Topology and Geometry, Glen E. Bredon, 1993, Springer-Verlag New York, Inc. Sheaf Theory, 2nd ed. Glen E. Bredon, 1997, Springer-Verlag New York, Inc. Elements of Homotopy Theory, George W. Whitehead, 1978, Springer-Verlag New York, Inc. Sample Grading and Evaluation Procedures A graduate student is expected to creatively engage the mathematical material of the course. The student will be given problems to solve; these problems may include the derivation of proofs to theorems. These solutions may be presented in class on the blackboard or be written up to be handed in to the instructor. Extended projects may also be assigned. Grade Calculation Presentation of solutions to problems/theorems, homework: 40% Midterm exam or midterm project: 25% Final Exam or culminating project: 35% There may be variations in these procedures depending on the individual instructors and the nature of the specific material. Sample Statement Re: Accommodations Students who need accommodations are asked to arrange a meeting during office hours the first week of classes, or as soon as possible if accommodations are needed immediately. If you have a conflict with my office hours, an alternate time can, be arranged. To set up this meeting, please contact me by E-mail. Bring a Copy of your Accommodation Memo and an Instructor Verification Form to the meeting. If you do not have an Accommodation Memo but need accommodations, make an appointment with The Program for Students with Disabilities, 1244 Haley Center, 844-2096 (V/TT). (Note: Instructor office room, office hours and email address will be made available on the course syllabus and on the first day of class.) JUSTIFICATION FOR GRADUATE CREDIT This course is part of a modified semester version of a 600-level sequence under the quarter system. Under the quarter system it was specifically designed as a graduate course. It was approved as part of our graduate program and has been a traditional part of our graduate program offerings. Outside of modernization, the standard of the course remains at the same graduate level that the department has maintained in the past. The course demands considerable mathematics background and a degree of mathematical maturity traditionally found at the graduate level. The 7000-level course will inculcate the same analytical skills and depth of understanding previously demanded by the comparable 600-level quarter course. In order to successfully complete the course the student will have to demonstrate an ability to creatively examine and apply the mathematics presented in the course.

68. The Yelton Family - Person Page 132
edwin Stahl is the son of Sylvester Stahl and Mary Isabell Kidwell.1 Robert S.spanier is the son of Robert A. spanier and Gloria Ann Yelton.1
http://homepages.rootsweb.com/~yelton/p132.htm
The Yelton Family
Person Page 132 Main Page Master Index Surname Index Master Place Index ... Next Page
Erman Clifford Grayson (M)
b. 13 February 1899, d. 7 March 1972, #6551
Pop-up Pedigree

Relationship=4th great-grandson of James Yelton Appears on charts:
Descendant Chart for James Yelton

Erman Clifford Grayson was born on 13 February 1899 in Phelps County, Missouri He was the son of George David Grayson and Mary E. Yelton Hermann Grayson, age 1 was listed as a son of George D. Grayson , age 26 in the 1900 Census of Phelps County, Missouri. Ermin C. Grayson, age 12 was listed as a son of George D. Grayson , age 34 in the 1910 Census of Phelps County, Missouri.
Erman Clifford Grayson married Lottie Welker circa 1920. Edward C. Grayson, age 20 was listed as a son of Geo. D. Grayson , age 46 in the 1920 Census of Phelps County, Missouri.
Erman C. Grayson, age 31 was listed as a head of household in the 1930 Census of Phelps County, Missouri. Also living in the house were his wife, Lottie A. Grayson , age 28.
Erman Clifford Grayson died on 7 March 1972 in Phelps County, Missouri

69. Dave Futer: Mathematical Genealogy
Morris Hirsch, 1958, Immersions of Manifolds, edwin spanier, Stephen Smale Stephen Smale, 1957, Regular Curves on Riemannian Manifolds, Raoul Bott
http://math.stanford.edu/~dfuter/research/genealogy.html
Mathematical Genealogy
In the the family tree of mathematicians, I am still a bud, scheduled to open in June of 2005 or so. Once I do get "born," though, I'll join a family with a pretty long lineage:
Name
Ph.D. Year
Thesis Title
Advisor
David Futer Angled Triangulations of Link Complements Steven Kerckhoff Steven Kerckhoff William Thurston William Thurston Foliations of Three-Manifolds which are Circle Bundles Morris Hirsch Morris Hirsch Immersions of Manifolds Edwin Spanier Stephen Smale Stephen Smale Regular Curves on Riemannian Manifolds Raoul Bott Raoul Bott Electrical Network Theory (!) Richard Duffin Richard Duffin Galvanomagnetic and Thermomagnetic Phenomena Harold Mott-Smith, David Bourgin David Bourgin Intensities of the Lines of the Hydrogen Chloride Fundamental Band Edwin Kemble, George Birkhoff George Birkhoff Asymptotic Properties of Certain Ordinary Differential Equations with Applications to Boundary Value and Expansion Problems E. H. Moore E. H. Moore Extensions of Certain Theorems of Clifford and Cayley in the Geometry of n Dimensions H. A. Newton

70. Theory Of Computation Ph.D. Genealogy Database Last Updated July
Ed Reingold UIUC 1992 Jon Goldstine edwin spanier Berkeley 1970 Shafi E.Hughes WE Singletary Penn State 1970 Richard Hull edwin spanier Berkeley
http://www.cs.rpi.edu/~musser/stl-book/source/TCS-genealogy.txt

71. MathNet-Fields Medals
Milnor, John;spanier, edwin Two remarks on fiber homotopy type Pacific J. Math.10 (1960) 585590 57.00. Milnor, John W. Sommes de vari?tes diff?rentiables
http://www.mathnet.or.kr/API/?MIval=people_fields_detail&ln=John Willard Milnor

72. Algebraische Topologie
Translate this page M. Algebraic topologyhomotopy and homology. Die Grundlehren der mathematischenWissenschaften, Band 212. spanier, edwin H. Algebraic topology.
http://www.math.uni-freiburg.de/lehre/ss04/node21.html
Next: Statistische Planung und Auswertung Up: Vorlesungen Previous: Transformationsgruppen
Algebraische Topologie
Vorlesung Algebraische Topologie Dozent: PD Dr.Vsevolod Shevchishin Zeit/Ort: Di, Do 11-13, SR 404, Eckerstr. 1 Tutorium: Inhalt: homotopische Invarianten
Literatur:
  • Greenberg, Marvin J.; Harper, John R.: Algebraic topology. A first course. Mathematics Lecture Note Series, 58. Switzer, Robert M.: Algebraic topologyhomotopy and homology. Die Grundlehren der mathematischen Wissenschaften, Band 212. Spanier, Edwin H.: Algebraic topology.
  • Typisches Semester: 4.-6. Semester Notwendige Vorkenntnisse: Grundlagen der Topologie, die mengentheoretische Topologie Sprechstunde Dozent: Mi, 11-12, Raum 328 Eckerstr. 1
    Next: Statistische Planung und Auswertung Up: Vorlesungen Previous: Transformationsgruppen Raphael Kuhnen 2004-02-13

    73. Alberto P. Calderón Visto Por Zarantonello
    Translate this page Shing S. Chern, Saunders Mc Lane, André Weil, Paul Halmos, Irving Kaplansky,Irving Segal, edwin spanier, es cumbre del Análisis Matemático del mundo.
    http://www.rinconmatematico.com/biografias/calderon.htm

    74. Booxtra.de - Stöbern - Medizin / Naturwiss. / Technik - Mathematik - Topologie
    Translate this page spanier , edwin H. Algebraic Topology 1995, SPRINGER, BERLIN EUR 50,24. 150 webmiles.sofort lieferbar. Stöcker , Ralph Zieschang , Heiner
    http://www.booxtra.de/w1090050systematik080606/Topologie.html
    Sie sind hier: Stöbern Medizin / Naturwiss. / Technik Mathematik / Topologie
    Topologie Algebraische Topologie
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    75. Algebraic Topology Libros
    Translate this page spanier, edwin H. Algebraic topology Algebraic topology Tata McGraw-Hill. Bombay,Nueva Delhi 1966. Comentarios, Añadir a la Cesta. Compras, más
    http://www.iboobi.com/showdet-451965332.html
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    Spanier, Edwin H.
    Algebraic topology
    Algebraic topology Tata McGraw-Hill. Bombay, Nueva Delhi 1966 Compras productos Qien esta online En este momento hay 1 invitado online. Monday 30 May, 2005 1355 peticiones desde Monday 09 May, 2005 libros

    76. Pacific Journal Of Mathematics, Volume 12, No. 2
    $H$spaces and duality.. William Browder and edwin spanier; 411-414 view abstract.On permutations induced by linear value functions.
    http://projecteuclid.org/Dienst/UI/1.0/Journal?authority=euclid.pjm&issue=110303

    77. Pacific Journal Of Mathematics, Volume 10, No. 2
    Two remarks on fiber homotopy type.. John Milnor and edwin spanier; 585590 viewabstract. A note on associativity.. Donald A. Norton; 591-595 view abstract
    http://projecteuclid.org/Dienst/UI/1.0/Journal?authority=euclid.pjm&issue=110303

    78. @ARTICLE{AhlforsBers, AUTHOR = Lars Ahlfors And Lipman Bers
    YEAR = 1987 } @BOOK{spanier, TITLE = Algebraic Topology , AUTHOR = edwin H.spanier , ADDRESS = New York , PUBLISHER = McGrawHill Book Company ,
    http://www.math.fsu.edu/~seppala/seminar.sp02/ref.bib

    79. Famous Mathematicians With An S
    Translate this page Yulian-Karl Sokhotsky Yurii Sokolov Mary Somerville Arnold Sommerfeld DuncanSommerville edwin spanier William Spence William Spottiswoode Sridhara Sridhara
    http://www.famousmathematician.com/az/mathematician_S.htm
    Mathematicians - S
    Giovanni Saccheri
    Johannes de Sacrobosco
    Gregorius Saint-Vincent
    Stanislaw Saks
    Pedro Nunes Salaciense
    Raphael Salem
    George Salmon
    Shams al Samarqandi
    Ibn al Samawal
    Anatoly Samoilenko
    Edward Sang Narayana Sankara Winifred Sargent Shigeo Sasaki Joseph Saurin Leonard Savage Felix Savary Sir Henry Savile Alice Schafer Robert Schatten Juliusz Schauder Henry Scheffe Georg Scheffers Wilhelm Schickard Ludwig Schlafli Oscar Schlomilch Erhard Schmidt Isaac Schoenberg Arthur Schonflies Frans van Schooten Friedrich Schottky Pieter Schoute Jan Schouten Otto Schreier Ernst Schroder Erwin Schrodinger Heinrich Schroeter Hermann Schubert Issai Schur Laurent Schwartz Herman Schwarz Stefan Schwarz Julian Schwinger Charlotte Scott Sheila Scott Jan Segner Beniamino Segre Corrado Segre Philipp von Seidel Karl Seifert Takakazu Seki Kowa Atle Selberg Reinhard Selten Jack Semple Jean-Pierre Serre Joseph Serret

    80. Phys. Rev. D 3, 1375 (1971): Laidlaw And DeWitt - Feynman Functional Integrals F
    edwin H. spanier, Algebraic Topology (McGrawHill, New York, 1966), pp. 67.9edwin H. spanier, Algebraic Topology (McGraw-Hill, New York, 1966), pp.
    http://link.aps.org/doi/10.1103/PhysRevD.3.1375
    Phys. Rev. Lett. Phys. Rev. A Phys. Rev. B Phys. Rev. C Phys. Rev. D Phys. Rev. E Phys. Rev. ST AB Phys. Rev. ST AB Rev. Mod. Phys. Phys. Rev. (Series I) Phys. Rev. Volume: Page/Article:
    Previous article
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    Feynman Functional Integrals for Systems of Indistinguishable Particles
    Michael G. G. Laidlaw
    Department of Physics, University of North Carolina, Chapel Hill, North Carolina 27514
    Received 1 April 1970; revised 16 November 1970 The theory of path integration is extended to include systems whose configuration space is multiply connected, and it is seen that there are as many distinct propagators as there are scalar representations of the associated fundamental group. It is shown that the configuration space for a system of indistinguishable particles is multiply connected. There are only two propagators for this system, giving bosons and fermions, and showing that the Feynman formalism excludes parastatistics. URL: http://link.aps.org/abstract/PRD/v3/p1375
    DOI: 10.1103/PhysRevD.3.1375

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