Differential calculus using mathematica / Cesar Perez Lopez.

By:

Lopez, Cesar Perez [author]

Material type: Text

TextPublication details: [Place of publication not identifed] : [publisher not identified], [c?]Description: 181 pages : illustrations ; 26 cmISBN:

9781523439058

Subject(s):

MATHEMATICA (COMPUTER FILE)

LOC classification:

QA 374 .L67 [c?]

Contents:

Limits and Continuity, One and Several Variables -- Numerical Series and Power Series -- Derivatives and Applications, One and Several Variables -- Derivability in Several Variables -- Vector Differential Calculus and Theorems in Several Variables -- Differential Equations -- Appendix.

Summary: Mathematica is a platform for scientific computing that helps you to work in virtually all areas of the experimental sciences and engineering. In particular, this software presents quite extensive capabilities and implements a large number of commands enabling you to efficiently handle problems involving Differential Calculus, Using Mathematica you will able to work with Limits, Numerical and power series, Taylor and MacLaurin series, continuity, derivability, differentiability in several variables, optimization and differential equations. Mathematica also implements numerical methods for the approximate solutions of differential equations.

Item type:

Books

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Holdings
Item type	Current library	Home library	Collection	Call number	Copy number	Status	Date due	Barcode
Books	National University - Manila	LRC - Main General Circulation	Electrical Engineering	GC QA 374 .L67 [c?] (Browse shelf(Opens below))	c.1	Available		NULIB000013601

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Includes index.

Mathematica is a platform for scientific computing that helps you to work in virtually all areas of the experimental sciences and engineering. In particular, this software presents quite extensive capabilities and implements a large number of commands enabling you to efficiently handle problems involving Differential Calculus, Using Mathematica you will able to work with Limits, Numerical and power series, Taylor and MacLaurin series, continuity, derivability, differentiability in several variables, optimization and differential equations. Mathematica also implements numerical methods for the approximate solutions of differential equations.

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