Advanced calculus : vector analysis, volume II / Tunc Geveci.

By: Geveci, Tunc [author.]Material type: TextTextPublisher: New York, [New York] (222 East 46th Street, New York, NY 10017) : Momentum Press, 2016Description: 1 online resource (63 pages) : illustrationsContent type: text Media type: computer Carrier type: online resourceISBN: 9781606508824Subject(s): Calculus | Vector analysisGenre/Form: Libros electronicos.DDC classification: 515 LOC classification: QA300 | .G482 2016Online resources: Click to View
Contents:
1. Using surface integrals -- Surface area -- Surface integrals of scalar functions -- Flux integrals -- Alternative notations and some proofs (optional) --
2. Understanding and using Green's theorem -- Green's theorem in simply connected regions -- Green's theorem in multiply connected regions -- Interpretations of Green's theorem -- Irrotational and incompressible flow -- Sufficient conditions for the existence of a potential function --
3. Understanding and using Stoke's theorem -- The meaning and plausibility of Stokes' theorem -- A plausibility argument for Stokes' theorem (optional) --
4. Understanding and using Gauss' theorem -- The meaning and plausibility of Gauss' theorem -- A plausibility argument for Gauss' theorem (optional) --
Index.
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Co-published with Cognella Academic Publishing.

Includes index.

1. Using surface integrals -- Surface area -- Surface integrals of scalar functions -- Flux integrals -- Alternative notations and some proofs (optional) --

2. Understanding and using Green's theorem -- Green's theorem in simply connected regions -- Green's theorem in multiply connected regions -- Interpretations of Green's theorem -- Irrotational and incompressible flow -- Sufficient conditions for the existence of a potential function --

3. Understanding and using Stoke's theorem -- The meaning and plausibility of Stokes' theorem -- A plausibility argument for Stokes' theorem (optional) --

4. Understanding and using Gauss' theorem -- The meaning and plausibility of Gauss' theorem -- A plausibility argument for Gauss' theorem (optional) --

Index.

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