Titlebook: Introduction to Maple; André Heck Textbook 19962nd edition Springer-Verlag New York, Inc. 1996 Gröbner basis.Taylor series.algebra.algorit

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Functions,as a procedure. This chapter discusses all methods in detail. Special attention is paid to recursively defined procedures and functions. The role of the remember option in defining efficient, recursive functions is treated in detail.

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Series, Approximation, and Limits,it will be clear that various truncated series expansions such as Taylor series, Laurent series, Puisseux series, and Chebyshev series are available in Maple. Padé and Chebyshev-Padé are part of Maple’s numerical approximation package, which is called numapprox. When appropriate, series expansions are used in computing limits [72].

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Composite Data Types,pes . and ., and the simplification and manipulation of such expressions. This chapter introduces you to . like ., and ., which are built from elementary data types and used for grouping objects together.

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Simplification,f expressions containing mathematical functions can be performed, how valid the simplifications offered by Maple are, how simplification can be controlled, and how you can define your own simplification routines or overrule existing Maple routines.

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features and improvements in the user interface that Waterloo Maple Inc. markets it as "the Power Edition. " These two facts have made it necessary to write a second edition within a short period of the first. I corrected typographical errors, rephrased text, updated and improved many examples, and

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Textbook 19962nd editionnd improvements in the user interface that Waterloo Maple Inc. markets it as "the Power Edition. " These two facts have made it necessary to write a second edition within a short period of the first. I corrected typographical errors, rephrased text, updated and improved many examples, and added much

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