41. Tables rham, G. de georges de rham (19031990). 36 (1990), 207-214. RIBENBOIM, PauloOn the factorization of Xn - BX - A. 37 (1991), 191-200. http://www.unige.ch/math/EnsMath/tablemat.html

TABLES e A-B C D-E F-G ... W-Z Les cent ans de ACOSTA, Daniel and Terry LAWSON: Even non-spin manifolds, spin c structures, and duality. ALESINA, Alberto and Massimo GALUZZI: A new proof of Vincent's theorem. ALEXANDER, Stephanie B. and Richard L. BISHOP: The Hadamard-Cartan theorem in locally convex metric spaces. ALLOUCHE, Jean-Paul and Roland BACHER: Toeplitz sequences, paperfolding, towers of Hanoi and progression-free sequences of integers. ARNOLD, Vladimir I.: Contact geometry and wave propagation. ARTAL-BARTOLO, Enrique: Combinatoire et type topologique des applications polynomiales de C dans C BACHER, Roland: Affinely regular integral simplices. BAGCHI, S. C. and A. SITARAM: The Pompeiu problem revisited. s=1 BARTHOLDI, Laurent: Counting paths in graphs. BATEMAN, Paul T.: A theorem of Ingham implying that Dirichlet's L -functions have no zeros with real part one. BAUM, Paul and Alain CONNES: Geometric K -theory for Lie groups and foliations. BAVARD, Christophe: Longueur stable des commutateurs. BAYER-FLUCKIGER, Eva: Formes quadratiques devenant isotropes sur une extension.

42. PSIgate Timeline - Science From 1926 - 1950 1931phys georges de rham starts work on his theorem in cohomology and characteristicclasses. 1932phys Carl Anderson discovers the positron, http://www.psigate.ac.uk/newsite/science_timeline8.html

43. Golem.de - Lexikon Translate this page Dieser Artikel basiert auf dem Artikel georges de rham aus der freien EnzyklopädieWikipedia und steht unter der GNU Lizenz für freie Dokumentation. http://lexikon.golem.de/Georges_de_Rham

News Forum Archiv Markt ... Impressum Lexikon-Suche Lizenz Dieser Artikel basiert auf dem Artikel Georges de Rham aus der freien Enzyklopädie Wikipedia und steht unter der GNU Lizenz für freie Dokumentation . In der Wikipedia ist eine Liste der Autoren verfügbar, dort kann man den Artikel bearbeiten Letzte Meldungen Readius: Philips zeigt eReader mit rollbarem Display Sony: PSP in Deutschland ausverkauft ... Originalartikel Lexikon: Georges de Rham Georges de Rham 10. September 9. Oktober ) war ein Schweizer Mathematiker Nach einem Studium in Lausanne und Paris lehrte er in Lausanne und gleichzeitig Genf gelang ihm der damals schwierige Beweis der Homotopieinvarianz der nach ihm benannten Kohomologie , die schon von und vermutet worden war. Der Differentialtopologie blieb er auch weiterhin treu. Werke (Diss.) Paris, 1931 . Paris [engl.:] Differentiable Manifolds: Forms, Currents, Harmonic Forms . Berlin, 1984. (Grundlehren Math. Wiss.; 266) ISBN 3-540-13463-8 [Sammlung:] [Festschrift:] (A. Haefliger and R. Narasimhan, eds.). Berlin, 1970. Lausanne, 1944.

44. Transactions Of The American Mathematical Society deR georges de rham, Differentiable Manifolds, Springer, Berlin, 1984.MR 85m58005. Sh Ichiro Shigekawa, de rhamHodge-Kodaira s decomposition on an http://www.ams.org/tran/1999-351-02/S0002-9947-99-02021-8/home.html

Journals Home Search Author Info Subscribe ... Help ISSN 1088-6850(e) ISSN 0002-9947(p) Previous issue Table of contents Next issue Articles in press ... All issues The heat kernel weighted Hodge Laplacian on noncompact manifolds Author(s): Edward L. Bueler Journal: Trans. Amer. Math. Soc. MSC (1991): Primary 58A14, 35J10, 58G11 Retrieve article in: PDF DVI TeX PostScript This article is available free of charge Abstract References Similar articles Additional information ... Forward Citations Abstract: On a compact orientable Riemannian manifold, the Hodge Laplacian has compact resolvent, therefore a spectral gap, and the dimension of the space of harmonic -forms is a topological invariant. By contrast, on complete noncompact Riemannian manifolds, is known to have various pathologies, among them the absence of a spectral gap and either ``too large'' or ``too small'' a space . In this article we use a heat kernel measure to determine the space of square-integrable forms and to construct the appropriate Laplacian . We recover in the noncompact case certain results of Hodge's theory of in the compact case. If the Ricci curvature of a noncompact connected Riemannian manifold

45. Inhalt: Epitaph Der Familie Rham Im Bonner Münster georges de rham attended the secondary school Collège d Aigle from 1914 to 1919and then at the Gymnase classique de Lausanne from 1919 until 1921. http://www.ramm-familien.de/english/geschichten/georgderham/georgesderham.htm

Georges de Rham Born: 10 Sept 1903 in Roche, Canton Vaud, Switzerland Died: 9 Oct 1990 in Lausanne, Switzerland Click the picture above to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Georges de Rham attended the secondary school Collège d'Aigle from 1914 to 1919 and then at the Gymnase classique de Lausanne from 1919 until 1921. Having graduated from secondary school with Latin and Greek as his main subjects, de Rham entered the University of Lausanne in 1921 with the intention of studying chemistry, physics and biology. He began to study mathematics in an attempt to understand questions that arose in the physics he was studying. After five semesters he gave up biology and turned to mathematics. In 1925 he obtained his Licence ès Sciences. From 1926 he studied in Paris for his doctorate, spending the winter term of 1930/31 at the University of Göttingen. He was awarded his doctorate from Paris in 1931 and became a lecturer at the University of Lausanne. There he was promoted to extraordinary professor in 1936 and to full professor in 1943. He retired and was given an honorary appointment by Lausanne in 1971. However de Rham also held a position at the University of Geneva. He was appointed there as extraordinary professor in 1936, being promoted to full professor in 1953. He retired from Geneva and was given an honorary position there in 1973.

46. Hermann, Editeur Des Sciences Et Des Arts Translate this page Hermann Editeurs des sciences et des arts. georges de rham, UNIVERSITÉ de GENÈVEVariétés différentiables GÉOMÉTRIE DIFFÉRENTIELLE http://www.hermann-editeurs.com/article.php3?id_article=223

47. Paul S Publications 7 On the zeroes of meromorphic vector fields, (with R. Bott), Essays onTopology and Related Topics, Mémoires dédies à georges de rham, 2947. http://www.math.psu.edu/baum/publications.html

48. Event Archive: Sylvia Nasar & Dave Bayer - Commonwealth Club georges de rham noticed that if you viewed this defect as an attribute, you canactually use it as a tool to measure the shapes of spaces – this is de rham http://www.commonwealthclub.org/archive/02/02-05nasar-speech.html

SEARCH EMAIL NEWSLETTER Subscribe to our e-mail newsletter to receive weekly notification of upcoming events at the Club. E-mail: First Name: Last Name: Non-Member Club Member MEMBERSHIP Welcome from CEO, Dr. Gloria Duffy Membership in The Commonwealth Club of California is open to all individuals and organizations interested in cultural and public affairs. Support for the work of The Commonwealth Club is derived principally from membership dues. Join now THE COMMONWEALTH The Club's award-winning publication, available to members for over 75 years. Subscriptions are free with membership. Join The Club today! TRAVEL Club Travel Discover. Learn. Enjoy. May 7 - 24, '05 Art Treasures of UNESCO World Learn More SUPPORT We rely on support from our members and the community to maintain our high level of activities. If you'd like to learn more about making a tax-deductible contribution, click here Corporate members give crucial support to the Club through the Business Council CONTACT The Commonwealth Club of California San Francisco: 595 Market Street San Francisco, CA

49. Georges De Rham Université Montpellier II Translate this page georges de rham (1903-1990). 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=1038

50. Enciclopedia :: 100cia.com Translate this page El teorema de de rham, probado por georges de rham en 1931, establece que parauna variedad diferenciable compacta orientable M, estos grupos son isomorfos http://100cia.com/enciclopedia/Cohomología_de_De_Rham

Portada Artículos favoritos Vea sus documentos y artículos favoritos pulsando aquí No hay artículos favoritos todavía. documentos sin leer: Siguiente doc sin leer Borrar los docs leídos Borrar todos los docs ¡Webmaster! ¿Quieres tener los contenidos de 100cia.com en tu página? Pulsa aquí Buscar: en Google en noticias en Enciclopedia Estás en: 100cia.com > Enciclopedia Cohomología de De Rham En geometría diferencial , las formas diferenciales en la variedad diferenciable que son derivadas exteriores se llaman exactas ; y las formas tales que sus derivadas exteriores son se llaman cerradas (véase formas diferenciales cerradas y exactas Las formas exactas son cerradas, así que los espacios vectoriales de k -formas junto con la derivada exterior son un complejo de cocadenas . Los espacios vectoriales de las formas cerradas módulo las formas exactas se llaman los grupos de cohomología de de Rham . El producto cuña dota a la suma directa de estos grupos con una estructura de anillo El teorema de de Rham , probado por Georges de Rham en , establece que para una variedad diferenciable compacta orientable M , estos grupos son isomorfos como espacios vectoriales reales con los grupos de cohomología singular H p M R ). Además, los dos anillos de cohomología son isomorfos (como

51. 14000 Translate this page de rham georges, JEANQUARTIER P. Œuvres mathématiques. L’Enseignement mathématique,1981. Cote RHA 14501 EXCLU DU PRÊT http://www.univ-rouen.fr/LMRS/Biblio/acquis0306.html

BIBLIOTHÈQUE DE MATHÉMATIQUES Site Colbert MONT SAINT-AIGNAN LES ACQUISITIONS RÉCENTES JUIN 2003 Au 30 juin 2003 - 20 documents - ABHYANKAR Shreeram Shankar Local analytic geometry World scientific, 2001 Cote : ABH ALEXANDERSON Gerald L., MUGLER Dale H. (eds) MAA, 1995 Cote : ALE ARNOUX P., AUBERT P.-L., de la HARPE et JHABVALA K., et alii Théorie ergodique. Séminaire de théorie ergodique, Les Plans-sur-Bex, 23-29 mars 1980 Cote : ARN BRIGGS Richard J. Electron-stream interaction with plasmas Massachusetts Institute of Technology, 1964 Cote : BRI CASTILLO-CHAVEZ Carlos, BLOWER Sally Mathematical approaches for emerging and reemerging infectious diseases : an introduction Springer, 2002 Cote : CAS CASTILLO-CHAVEZ Carlos, BLOWER Sally Springer, 2002 Cote : CAS FEYNMAN Richard, BROWN Laurie M. (ed.) Selected papers of Richard Feynman with commentary World scientific, 2000 Cote : FEY HORA Heinrich Nonlinear plasma dynamics at laser irradiation Springer, 1979 Lecture Notes in Physics n° 102 Cote : LNPY ISE Mikio, TAKEUCHI Masaru Lie groups I. Lie groups II AMS, 1996

52. 20e MATHEMATIQUES Ces mémoires sontautant de jalons dans la carrière de georges de rham (1903-1990), http://perso.wanadoo.fr/alta.mathematica/twentieth.html

Antiquarian books on mathematics and varias. Livres anciens de mathematiques et autres sciences Twentieth century's mathematics. DESCRIPTION SOMMAIRE-SUMMARY All items in first edition, except where otherwise noted.. Click the chosen item to get full descriptions and comments by BERNSTEIN (Serge) 45 Euros BERNSTEIN (V.) 45 Euros BOREL BOURBAKI BRELOT 35 Euros 120 Euros JULIA (Gaston) 45 Euros 50 Euros MANDELBROJT (S.) 60 Euros MANDELBROJT (S) 120 Euros MANDELBROJT (S) Collection de 5 articles Euros 250 Euros MONTEL 45 Euros MONTEL 80 Euros REYE DIE GEOMETRIE DER LAGE 120 Euros 762. RHAM (Georges de) 140 Euros VOLTERRA (Vito) 45 Euros WIENER (Norbert) THE ERGODIC THEOREM 60 Euros ZORETTI (Ludovic) Sur les fonctions analytiques 60 Euros 772. YOUNG (L.-C.) DESCRIPTION 30 p p. 18 (4) p f = feuille). Commande - To order. BERNSTEIN (Serge) Edition originale. 45 Euros Commande - To order. BERNSTEIN (V.) Edition originale 45 Euros l n a n s la variable. Le cas de l n e -s = z . Le cas de l n = logn et a n = 1 donne la fonction z s droite de convergence Paul Montel Commande - To order.

53. Collected Works MAIN TITLE Oeuvres mathematiques / georges de rham. PUBLISHER Geneve L Enseignement mathematique, Universite de Geneve, LOCATION Branson http://lib.nmsu.edu/subject/math/mbib.html

C OLLECTED W ORKS F M ATHEMATICIANS B IBLIOGRAPHY CALL NO: QA3 A14 1881 AUTHOR: Abel, Niels Henrik, 1802-1829. MAIN TITLE: OEuvres completes de Niels Henrik Abel. EDITION: Nouv. ed., publiee aux frais de l'etat norve-gien par L. Sylow PUBLISHER: Christiania [Sweden] Grondahl, 1881. LOCATION: Branson Material: 2 v. in 1. 28 cm. Contents: t. 1. Memoires publies par Abel.t. 2. Memoires posthumes d'Abel Subject: Mathematics. cm Added Entry: Sylow, Peter Ludvig Mejdel, 1832- Added Entry: Lie, Sophus, 1842-1899. CALL NO: QB3 A2 AUTHOR: Adams, John Couch, 1819-1892. MAIN TITLE: The scientific papers of John Adams Couch, edited by William Grylls Adams, with a memoir by J. W. L. Glaisher. PUBLISHER: Cambridge, University press, 1896-1900. LOCATION: Branson V.1 and V.2 Material: 2 v. front. (port.) fold. map, facsims., diagr. 30 cm. Contents: v. 1. Biographical notice, by J. W. L. Glaisher. [Original papers published by the author during his lifetime, 1844-1890, ed. by William Grylls Adams]v. 2. pt. 1. Extracts from unpublished manuscripts, ed. by Ralph Allen Simpson. pt. 2. Terrestial magnetism, ed. by William Grylls Adams. Subject: Geomagnetism.

54. Symmetries Of Period-Doubling Maps In 1958, georges de rham considered the iteration of generalized In a classic1958 paperdeR57, georges de rham constructs a class of curves, http://linas.org/math/chap-takagi/chap-takagi.html

Symmetries of Period-Doubling Maps Date: 12 October 2004 (revised 3 July 2005) Abstract: The concept of self-similarity is central to the notion of a fractal, but the actual symmetry group that generates that self-similarity is oddly rarely named, and it seems fractals are almost never studied according to their symmetries. Yet, in other branches of mathematics and physics, it is well understood that symmetry provides a powerful mechanism for understanding systems. Indeed, for dynamical systems, symmetries lead to conserved quantum numbers and conserved currents. In this paper, we identify the symmetry group of period-doubling maps as being a semigroup subgroup of the Modular Group . To anchor this assertion, we work out an explicit, exactly-solvable fractal curve, the Takagi or Blancmange Curve, as transforming under the three-dimensional representation of the (semigroup of the) Modular Group. By replacing the triangular shape that generates the Blancmange curve with a polynomial, we find that the resulting curve transforms under the n+2 dimensional representation of the semigroup, where n is the degree of the polynomial. We also find that the (ill-defined) derivative of the Blancmange curve is essentially the (inverse of the) Cantor function, thus demonstrating the semigroup symmetry on the Cantor Set as well. In fact, any topologically conjugate map will transform under the three-dimensional representation. We then show how all period-doubling maps can demonstrate the semigroup symmetry, which is essentially an outcome of the dyadic representation of the semigroup.

55. Bibliography deR57 georges de rham, On Some Curves defined by Functional Equations (1957),reprinted in Classics on Fractals, ed. Gerald A. Edgar, (AddisonWesley, http://linas.org/math/chap-gkw/node9.html

Up: The Bernoulli Operator, the Previous: Conclusions Bibliography asdf Here is a very similarly titled paper with a very different subject matter: Continued Fractions and Chaos http://www.cecm.sfu.ca/organics/papers/corless/confrac/html/confrac.html by Robert M. Corless Dean Driebe, Fully Chaotic Maps and Broken Time Symmetry, 1999, Kluwer Academic Publishers Benoit Mandelbrot, in The Science of Fractal Images, ed. Heinz-Otto Peitgen, Dietmar Saupe, (Springer-Verlag, 1988) p. 246 Georges de Rham, On Some Curves Defined by Functional Equations (1957), reprinted in Classics on Fractals, ed. Gerald A. Edgar , (Addison-Wesley, 1993) pp. 285-298 P. Gaspard, r-adic one-dimensional maps and the Euler summation formula , 1992, Journal of Physics A: Mathematical and General, vol. 25, L483-485. H. M. Edwards, Riemann's Zeta Function, 1972, (Dover Publications, New York) pp. 13ff Stefano Isola, On the Spectrum of Farey and Gauss Maps , preprint, undated (2004 or earlier) Tom M. Apostol, Introduction to Analytic Number Theory , 1976, (Springer-Verlag, New York) Linas Vepstas 2005-01-02

56. Scepin (Memoires dedies a georges de rham), Springer, New York , 1970, 147155. 35.Algebraic construction and properties of Hermitian analogues of K-theory over http://www.mi.ras.ru/~snovikov/

Novikov, Sergei Petrovich Department of geometry and topology (Head of the Department) Office: Phone: Email: snovikov@mi.ras.ru Principal fields of research: geometry, topology, homotopy, classification of manifolds, bordisms, foliations, theoretical physics Vita and Education Employment Special Service Awards and Honors ... Publications (the highlighted items of the list are available at this site) Vita and Education: Born: March 20, 1938 Gorky City N. Novgorod Father - Petr Sergeevich Novikov (1901-1975), outstanding mathematician (Descriptive Set Theory, Inverse Problem for the Newtonian Gravity, Mathematical Logic and Combinatorial Group Theory), Mother - Keldysh Lyudmila Vsevolodovna (1904-1976), well-known mathematician, full professor (Set Theory and Geometric Topology). 1955-1960 Study in Moscow State University Department of Mathematics and Mechanics, 1960 Student diploma from the Department of Mathematics and Mechanics of MSU. Thesis title: "Homotopy properties of Thom complexes", (Prof. M. M. Postnikov adviser). 1960-1963 Aspirantura, the Steklov Institute of Mathematics (Prof. M. M. Postnikov adviser).

57. The City Of Lausanne Gives An Award To Michel Corboz Some previous winners of the award are, for example, Edmond Gilliard, Victordesarzens, Jean Villard Gilles, georges de rham, Freddy Buache, http://goldbergweb.com/en/news/suisse/2003/11/15415.php

language="en"; español français The city of Lausanne gives an award to Michel Corboz This year, the 'Prix de Lausanne 2003' has been received by Michel Corboz in sign of recognition for his outstanding career and for the efforts he has done to promote Switzerland. Although the decision has been made public, Mr. Corboz won´t recive the award until next Thursday 4th of december. Born in 1934 in Marsens, Michel Corboz studied first in the Conservatory of Fribourg and, aged 19, was appointed 'maître de chapelle' of the Church of Notre Dame. In 1961 he founded the ’Ensemble vocal de Lausanne', formed by amateurs. The chorus began to be known in 1964, thanks to the cooperation with an international recording label. After their recording of the Monteverdi's 'Vespers', the 'Académie Charles-Cros' gave them the 'Grand Prix' award and the group began to be recognized internationally. Since then, Michel Corboz has done more than 120 recordings and its a well known musician that has been honoured with more than 30 international awards. The 'Prix de Lausanne' was founded in 1964 and its given every three years. Some previous winners of the award are, for example, Edmond Gilliard, Victor Desarzens, Jean Villard- Gilles, Georges de Rham, Freddy Buache, Marcel Grandjean, Henri Rieben and René Berger.

58. Encyclopedia: De Rham Cohomology de rham s theorem, proved by georges de rham in 1931, states that for a compactoriented smooth manifold M, the groups HkdR(M) are isomorphic as real vector http://www.nationmaster.com/encyclopedia/De-Rham-cohomology

Supporter Benefits Signup Login Sources ... Pies Related Articles People who viewed "De Rham cohomology" also viewed: Hodge theory Betti number W. V. D. Hodge Algebraic topology ... Leicester Square What's new? Our next offering Latest newsletter Student area Lesson plans Recent Updates Judgement of Paris Juan Sebasti¡n Elcano John O'Shea (footballer) John Brogden ... More Recent Articles Top Graphs Richest Most Murderous Most Taxed Most Populous ... More Stats Encyclopedia: De Rham cohomology Updated 5 days 6 hours 10 minutes ago. Other descriptions of De Rham cohomology In mathematics de Rham cohomology is a tool belonging both to algebraic topology and to differential topology , capable of expressing basic topological information about smooth manifolds in a form particularly adapted to computation and the concrete representation of cohomology classes . It is a cohomology theory based on the existence of differential forms with prescribed properties. It is in different, definite senses dual both to singular homology , and to Alexander-Spanier cohomology Wikibooks Wikiversity has more about this subject: School of Mathematics Wikiquote has a collection of quotations by or about: Mathematics Look up Mathematics in Wiktionary, the free dictionary Wikimedia Commons has more media related to: Mathematics Bogomolny, Alexander: Interactive Mathematics Miscellany and Puzzles. ... Algebraic topology is a branch of mathematics in which tools from abstract algebra are used to study topological spaces. ...

59. Encyclopedia: Algebraic Topology georges de rham (10 September 19039 October 1990) was a Swiss mathematician,known for his contributions to differential topology. http://www.nationmaster.com/encyclopedia/Algebraic-topology

Supporter Benefits Signup Login Sources ... Pies Related Articles People who viewed "Algebraic topology" also viewed: List of general topology topics Homology group Homotopic Cohomology ... Cayley graph What's new? Our next offering Latest newsletter Student area Lesson plans Recent Updates Judgement of Paris Juan Sebasti¡n Elcano John O'Shea (footballer) John Brogden ... More Recent Articles Top Graphs Richest Most Murderous Most Taxed Most Populous ... More Stats Encyclopedia: Algebraic topology Updated 65 days 16 hours 18 minutes ago. Other descriptions of Algebraic topology Algebraic topology is a branch of mathematics in which tools from abstract algebra are used to study topological spaces Mathematics is the study of quantity, structure, space and change. ... Abstract algebra is the field of mathematics concerned with the study of algebraic structures such as groups, rings and fields. ... Topological spaces are structures that allow one to formalize concepts such as convergence, connectedness and continuity. ... Contents The method of algebraic invariants Results on homology Setting in category theory The problems of algebraic topology ... References The method of algebraic invariants The goal is to take topological spaces and further categorize or classify them. An older name for the subject was

60. Yurinsha Book News 1. 1995 1310 pp. (Cambridge) 0521-36231-8 41120. 074 de rham,G. OeuvresMathematiques de georges de rham. 1981 752 pp. (L Ensignement) 1-000-00891-6 9240. http://www.yurinsha.com/topics/col.htm

”ŠwŽÒ ŒÂl‘SWE‘IW ƒŠƒXƒg 001 Abel,N.H.: Oeuvres Completes, T. I et II, 2e ed. (reprint). 1992 1360 pp. (J. Gabay) 2-87647-073-X 30,060. 002 May,J.P./Thomas,C.B.(eds.): The Selected Works of J. Frank Adams, Vol. 1. 1992 552 pp. (Cambridge) 0-521-41063-0 15,660. 003 May,J.P./Thomas,C.B.(eds.): The Selected Works of J. Frank Adams, Vol. 2. (Cambridge) 0-521-41065-7 15,660. 004 Block,R.E.et al.(eds.): A. Adrian Albert Collected Mathematical Papers, 2 Vols. (Collected Works, Vol. 3) 1993 1840 pp. (A.M.S.) 0-8218-0003-5 31,930. 006 Ciliberto,C./Ribenboim,P./Sernesi,E.(eds.): Collected Papers of Giacomo Albanese. (Queen's Papers in Pure and Applied Mathematics, Vol. 103) 1996 408 pp. (Queens Univ.) 0-88911-737-3 7,970. 007 Aleksandrov,A.D.: Aleksandrov, A.D.-Selected Works: Part 1-Selected Scientific Papers. (Classics in Soviet Mathematics, Vol. 4) 1996 322 pp. (Gordon) 2-88124-984-1 21,500. 008 Ribenboim,P.(ed.) : Collected Papers of Norman Alling. (Queen's Papers in Pure and Applied Mathematics, Vol. 107) 1998 597 pp. (Queens Univ.) 0-88911-796-9 6,780.

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