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Computer Algebra Systems: A Practical GuideFrom Wiley
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This thorough overview of the major computer algebra (symbolic mathematical) systems compares and contrasts their strengths and weaknesses, and gives tutorial information for using these systems in various ways.
* Compares different packages quantitatively using standard 'test suites'
* Ideal for assessing the most appropriate package for a particular user or application
* Examines the performance and future developments from a user's and developer's viewpoint
Internationally recognized specialists overview both the general and special purpose systems and discuss issues such as denesting nested roots, complex number calculations, efficiently computing special polynomials, solving single equations and systems of polynomial equations, computing limits, multiple integration, solving ordinary differential and nonlinear evolution equations, code generation, evaluation and computer algebra in education. The historical origins, computer algebra resources and equivalents for many common operations in seven major packages are also covered.
By providing such a comprehensive survey, the experienced user is able to make an informed decision on which system(s) he or she might like to use. It also allows a user new to computer algebra to form an idea of where to begin.
Since each system looked at in this book uses a different language, many examples are included to aid the user in adapting to these language differences. These examples can be used as a guide to using the various systems once one understands the basic principles of one CAS. The book also includes contributions which look at the broad issues of the needs of various users and future developments, both from the user's and the developer's viewpoint.
The author is a leading figure in the development and analysis of mathematical software and is well known through the 'Wester test suite' of problems which provide a bench mark for measuring the performance of mathematical software systems. The book will help develop our range of titles for applied mathematcians.
The book will provide a unique, fully up-to-date and independent assessment of particular systems and will be of interest to users and purchasers of CAS's.
- Sales Rank: #2500004 in Books
- Published on: 1999-07-16
- Ingredients: Example Ingredients
- Original language: English
- Number of items: 1
- Dimensions: 10.22" h x 1.16" w x 6.89" l, .0 pounds
- Binding: Hardcover
- 452 pages
Most helpful customer reviews
0 of 0 people found the following review helpful.
Dated But Still Quite Valuable
By Let's Compare Options Preptorial
This thorough book, though 14 years old soon, is still an amazing review of CAS capabilities. Ostensibly, the book compares Axiom, Derive, Macsyma, Maple, Mathematica, MuPAD and Reduce-- all old versions. If that were it's main theme, it would not be worth the still steep price.
However, the whole premise of "comparing systems," as if the book helps you decide which to use for various applications, is only a small part of the value. The real meat is over 400 pages of formulas, applications, techniques, tips, hints, underlying logic, and much more, that is completely timeless and as relevant today as in '99-- or 70-00 in the case of the substantive bibliography.
Covered are: Square roots, Chebyshev Polynomials, Determinants, Generating Functions, Series, Polynomial/ODE and PDE equations, Limits, Analysis, Integration, CAS in Education, Group Theory, Tensors, Algebraic Geometry, and much more. Even in 2013, there are few books published that give not just comparisons and applications, but the underlying algorithms for CAS implementation. Cohen's 2 title series from 2002 are two of the only that do so after Wester: 1. Computer Algebra and Symbolic Computation: Mathematical Methods and 2. Computer Algebra and Symbolic Computation: Elementary Algorithms.
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