A graduate-level text introducing the use of exterior differential forms as a powerful tool in the analysis of a variety of mathematical problems in the physical and engineering sciences. Directed primarily to graduate-level engineers and physical scientists, it has also been used successfully to introduce modern differential geometry to graduate students in mathematics. Includes 45 illustrations. Index.
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Title: Differential Forms with Applications to the Physical Sciences <>Binding: Paperback <>Author: HarleyFlanders <>Publisher: DoverPublications
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Soft cover. Condition: Very Good +. B/W Diagrams (illustrator). 2 'nd Edition. These 205 pages were originally presented as lectures at Purdue's school of engineering. Read more about : Ampere's Law, charge density, Dirichlet problem, one-form, and overlapping spheres. Stuffed with mathematical calculations and a few b/w diagrams. INDEX and Dover book adverts at back. Glossary of notation on page 201. Cond : Paper wrapper is light blue wirh black lettering. A problem in orthagonality is shown on the cover in colour. Very light wear. Clean. No names nor marks. Excellent reference. Quote (p. 104) : ". which shows that the system `I ' (lambda) ia completely integratable one . The existence proof now proceeds as in the last example. Uniqueness can be handled this way. Since the system ._._._. ." Size: 8vo. Seller Inventory # 010968
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