Tournier ; translated from the French by A.
Mathematics Library - New Books
Davenport and J. Uniform Title Calcul formel.
Physical description xix, p. Online Available online. Full view. SAL3 off-campus storage.
E4 D39 Available. More options. Find it at other libraries via WorldCat Limited preview. Tournier, E. Bibliography Includes bibliographical references p. Contents Part 1 How to use a computer algebra system-- introduction-- features of computer algebra systems-- syntax of the associated languages-- areas covered by existing systems-- computer algebra by example-- MACSYMA's possibilities in algebra-- general possibilities-- the division of the circle into 17 equal parts-- availability of MACSYMA-- other systems-- AXIOM. Part 2 The problem of data representation-- representations of data representation-- representations of integers-- representations of fractions, representations of polynomials-- polynomials in several variables-- representations of rational functions-- representations of algebraic functions-- representations of transcendentals-- representations of matrices, representations of series.
- Erwin Schroedinger - 50 years after.
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- From Combinatorics to Dynamical Systems : Journees de Calcul Formel, Strasbourg, March 22-23, 2002.
Part 3 Polynomial simplification-- simplification of polynomial equations-- simplification of real polynomial systems. Part 4 Advanced algorithms-- modular methods-- p-adic methods.
From Combinatorics To Dynamical Systems: Journees De Calcul Formel, Strasbourg, March 22 23, 2002
Part 5 Formal integration and differential equations-- introduction-- integration of rational functions-- the integration of more complicated functions-- integration of logarithmic functions-- integration of exponential functions, algebraic solutions of o. Computer algebra is the name of the technology for manipulating mathematical formulae by computer. The rapid evolution of hardware and software makes it accessible to every scientist and engineer who uses mathematical methods.
This book aims to provide an introduction to computer algebra, catering to both the interested beginner and the experienced pure mathematician and computer scientist. The new developments in the second edition give a good comprehensive review, and the book contains references to fundamental papers, and worked examples. In addition to being a general text on the subject, the book includes an appendix describing the use of one particular algebra system REDUCE.
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