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Computer Algebra Systems

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Computer Algebra Handbook

Abstract

Short descriptions of computer algebra systems are presented in three sections: major systems, special purpose systems, and packages. However, the separation between special purpose systems and packages is not to be taken too literally. An older survey is the paper by Calmet and van Hulzen in [Buchberger et al. 1982]. There is now an excellent new book by Wester [Wester 1999] that covers computer algebra systems.

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Authors and Affiliations

  1. Oxford

    Michael Dewar

  2. Heidelberg

    Johannes Grabmeier

  3. London Ontario

    Stephen Watt

  4. Linz, Austria

    Bernhard Kutzler

  5. Sydney

    John Cannon & Bill Unger

  6. RISC Institute, University of Linz, Austria

    Wolfgang Windsteiger

  7. Paderborn

    Jürgen Gerhard & Andreas Sorgatz

  8. Berlin, UK

    Herbert Melenk

  9. Noisy-le-Grand

    Sebastien Veigneau

  10. Clemson

    David P. Jacobs

  11. Montreal

    David Ford

  12. Kiel, Germany

    Wolfgang Thomas

  13. Stockholm

    Jörgen Backelin

  14. Chisinau

    Svetlana Cojocaru

  15. Lund

    Victor Ufnarovski

  16. Bern, Switzerland

    Oliver Gloor

  17. Aachen

    Jürgen Opgenorth, Wilhelm Plesken, Tilman Schulz, Thomas Breuer & Gerhard Hiss

  18. Linz

    Ralf Hemmecke, Erik Hillgarter & Franz Winkler

  19. Institut Girard Desargues, Bâtiment 101, Université Claude Bernard - Lyon I, 43 Boulevard du 11 Novembre 1918, 69622, Villeurbanne Cedex, France

    Prof. Dr. Meinolf Geck

  20. Lehrstuhl D für Mathematik, RWTH Aachen, Templergraben 64, Aachen, 52062, Germany

    Dr. Frank Lübeck

  21. Tucson

    Klaus Lux

  22. Bielefeld

    Peter Dräxler, Olaf Delgado Friedrichs & Andreas W. M. Dress

  23. Essen

    Rainer Nörenberg

  24. Grenoble, Germany

    Claire Di Crrescenzo, Françoise Jung & Eckhard Pflügel

  25. Bayreuth, Germany

    Anton Betten, Reinhard Laue & Alfred Wassermann

  26. Leipzig

    Joachim Apel, Uwe Klaus & Hans-Gert Gräbe

  27. Fordham University, New York, USA

    Robert H. Lewis

  28. Raleigh, USA

    Erich Kaltofen

  29. Columbus

    Alexander Hulpke

  30. Mainz

    Christian Bauer, Alexander Frink & Richard Kreckel

  31. Kobe

    Nobuki Takayama & Adalbert Kerber

  32. Darmstadt

    Johannes Buchmann, Thomas Pfahler & Werner Nickel

  33. Poitiers

    Marc A. A. van Leeuwen

  34. Melbourne

    Alan Head

  35. Urbana

    Daniel R. Grayson

  36. Ithaca

    Michael E. Stillman

  37. Mannheim, Deutschland

    Kredel Heinz

  38. Passau

    Michael Pesch

  39. Universität Stuttgart, Mathematische Institut B, Pfaffenwaldring 57, 70569, Stuttgart, Germany

    Prof. Dr. Wendelin Degen

  40. Orsay

    Karim Belabas

  41. Tübingen

    Wolfgang Kuechlin

  42. Newcastle

    Sarah Rees

  43. Böblinegn

    Reinhard Bündgen

  44. Rocville, USA

    Daniel H. Huson

  45. SciComp Inc., USA

    Elaine Kant, Stan Steinberg, Curt Randall, Larry Akers & Bob Young

  46. London

    Minaz Punjani

  47. Saarbrücken, Germany

    Marc Conrad & Susanne Schmitt

  48. Kaiserslautern

    Gert-Martin Greuel, Gerahrd Pfister & Hans Schönemann

  49. Sydney, Australia

    Weiguang Huang

  50. Bayreuth

    Adalbert Kerber & Axel Kohnert

  51. RISC-Linz

    Bruno Buchberger & Tudor Jebelean

  52. San Francisco, USA

    Allan Bonadio

  53. Canberra

    Robert L. Young & M. F. Newman

  54. Perth, Australia

    Alice C. Niemeyer

  55. Auckland

    E. A. O’Brien

  56. Eindhoven

    Sebastian Egner

  57. Pittsburgh

    Markus Püschel

  58. Karlsruhe

    Thomas Beth

  59. QMW/London

    Thomas Wolf

  60. Bundoora

    G. E. Prince & M. Jerie

  61. St. Petersburg, Russia-Dresden, Germany

    Sergei Klioner

  62. Karlsruhe

    Thomas Hahn

  63. Würzburg

    Hagen Eck & Sepp Küblbeck

  64. London, UK

    Leonard H. Soicher

  65. Vandœuvre-les-Nancy, Australia

    Pierre Lescanne

  66. Lviv

    Bogdan Popov & Oksana Laushnyk

  67. Universitat Ramón Llull, Spain

    A. Balfagón & X. Jaén

Authors
  1. Michael Dewar
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Editors and Affiliations

  1. University of Applied Sciences, Edlmairstrasse 6 + 8, 94469, Deggendorf, Germany

    Johannes Grabmeier

  2. Department of Mathematics, North carolina State University, Raleigh, NC, 27695-8205, USA

    Erich Kaltofen

  3. Department of Mathematics, University of Passau, Innstrasse 33, 94032, Passau, Germany

    Volker Weispfenning

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© 2003 Springer-Verlag Berlin Heidelberg

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Dewar, M. et al. (2003). Computer Algebra Systems. In: Grabmeier, J., Kaltofen, E., Weispfenning, V. (eds) Computer Algebra Handbook. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-55826-9_4

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  • DOI: https://doi.org/10.1007/978-3-642-55826-9_4

  • Publisher Name: Springer, Berlin, Heidelberg

  • Print ISBN: 978-3-642-62988-4

  • Online ISBN: 978-3-642-55826-9

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