New PDF release: The Maple Handbook: Maple V Release 4

By Darren Redfern

ISBN-10: 0387945385

ISBN-13: 9780387945385

ISBN-10: 146122344X

ISBN-13: 9781461223443

The Maple guide is a necessary reference instrument for all clients of the Maple process. It offers an entire directory of each command within the Maple language, classified into logical different types (e.g., calculus, algebra, programming, etc.) and defined within the context of these different types. If a Maple command has diverse reasons in several different types, it's integrated greater than as soon as as applicable. a brief introductory instructional begins the guide, and every classification starts off with a short creation to the comparable topic zone. The instruction manual is easily referenced, with an alphabetical index of instructions, and tips to applicable sections of the respectable Maple documentation (Springer-Verlag). This new method of reference fabrics for Maple complements the fabric present in Maple's online aid documents and offers a way more prepared, intuitive source for all clients of the Maple approach. The instruction manual improves the potency of Maple clients by way of delivering them with the knowledge they want - at their fingertips. This new version covers the Maple V unlock four symbolic computation language.

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Extra resources for The Maple Handbook: Maple V Release 4

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To convert from unevaluated T format to actual polynomials, it is only necessary to load the orthopolym command using with(orthopoly, T). See also: series, taylor, orthopo/y(T) coeftayl(expr, var=a, n) Computes the coefficient of (var - a)n in the Taylor series expansion of expr with respect to var and about a. Output: An expression is returned. Argument options: (expr, [var1, ... , varm] = [a1, ... , am], [n1, ... , nm]) in the multivariate case to compute the coefficient of the (var1-a1)n1 * ...

See also: Order, op(series), op(polynom), series, taylor chebyshev(expr, var=a.. b) Computes the Chebyshev series expansion of expr with respect to var on the interval [a .. b]. Output: An expression (sum) containing unevaluated Chebyshev polynomials (expressed by calls to T) is returned. Argument options: (expr, var) to compute the series expansion on the default interval -1 .. 1. • (expr, var=a.. b, exprerror) to compute the series expansion to a tolerance specified by error expression exprerror.

Both removable and nonremovable singularities are found. • If there are infinitely many singularities, an expression in _N or _NN, where these variables represent any natural number, is returned. See also: solve, roots, residue student package Provides commands designed to allow students to perform calculus operations in a step-by-step manner and help them examine these operations more closely. Additional information: To access the command fnc from the student package, use the long form of the name student[fnc], or with(student, fnc) to load in a pointer for fnc only, or with(student) to load in pointers to all the commands.

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The Maple Handbook: Maple V Release 4 by Darren Redfern


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