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Real Functions in Several Variables - Examples of Maximum and Minimum Integration and Vector Analysis Calculus 2b

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The purpose of this volume is to present some worked out examples from the theory of Functions in Several Variables in the following topics: 1) Maximum and minimum of a function. 2) Integration in the plane and in the space. 3) Vector analysis. As an experiment I shall here use the following generic diagram for solving problems:

TÀI LIỆU LIÊN QUAN

Real Functions in Several Variables - Examples of Maximum and Minimum Integration and Vector Analysis Calculus 2b

Real Functions of Several Variables - Examples of Description of Surfaces Partial Derivatives, Gradient, Directional Derivative and Taylor’s Formula Calculus 2c-2

Real Functions of Several Variables - Examples of Plane Integrals Calculus 2c-5

Real Functions of Several Variables - Examples of Basic Concepts, Examination of Functions, Level Curves and Level Surfaces, Description of Curves Calculus 2c-1

Real Functions of Several Variables - Examples of Tangents to Curves, Tangent Planes to Surfaces Elementary Integrals Extrema Calculus 2c-3

Real Functions of Several Variables - Examples of Maximum and Minimum Calculus 2c-4

Real Functions of Several Variables - Examples of Space Integrals Calculus 2c-6

Real Functions in Several Variables - Examples of Maximum, Minimum Integration and Vector Analysis Calculus 2b

Real Functions of Several Variables - Examples of Line Integrales Calculus 2c-7

Real Functions of Several Variables - Examples of Surface Integrals Calculus 2c-8
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