Description |
1 online resource (70 pages) : illustrations. |
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text rdacontent |
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computer rdamedia |
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online resource rdacarrier |
Note |
Co-published with Cognella Academic Publishing. |
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Includes index. |
Contents |
1. Understanding vector fields, divergence, and curl vector fields -- The divergence and curl of a vector field -- |
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2. Understanding line integrals -- The integral of a scalar function with respect to arc length -- The line integral of a vector field in the plane -- The line integral as an integral with respect to arc length -- The differential form notation -- Curves in R3 -- Precise definitions and proofs -- |
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3. Conservative vector fields -- The fundamental theorem for line integrals -- Conditions for a field to be conservative -- |
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4. Parametrized surfaces -- Parametrized surfaces -- Normal vectors, tangent planes and orientation -- The orientation of a surface and an expression for the normal vector (optional) -- |
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Index. |
Access |
Restricted to libraries which purchase an unrestricted PDF download via an IP. |
Note |
Title from PDF title page (viewed on December 9, 2015). |
Subject |
Calculus.
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Vector analysis.
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Genre/Form |
Libros electronicos.
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ISBN |
9781606508817 (electronic bk.) |
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