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Vector analysis

Author: Prof. Dr Vesna Andova, Prof. Dr Pavel Dimovski, Assoc. Prof. Dr Tome Dimovski, Prof. Dr Bojan Prangoski
ISBN: 978-9989-43-535-5
Clean in Place 514.742.2(075.8)
Digital Object Identifier https://www.doi.org/10.55302/m435355a
Language: Macedonian
Year: 2026
Number of pages: 183
Abstract: The main aim of the book is to study curves in space, scalar and vector fields, as well as their physical interpretations. For curves, the concepts of curvature and torsion are introduced, as are the tangent, normal and binormal vectors. The three fundamental operations on scalar and vector fields are introduced: the gradient, the divergence and the curl. Line and surface integrals of scalar and vector fields are also considered. The book concludes with the three key results of vector analysis: Green's theorem, Stokes' theorem, and Gauss's theorem.
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