Information about a product
| Wydanie: | 2 zmienione |
| Miejsce i rok wydania: | Warszawa 2016 |
| Język publikacji: | polski |
| ISBN/ISSN: | 978-83-235-2156-3 |
| EAN: | 9788323521563 |
| Liczba stron: | 172 |
| Oprawa: | Miękka |
| Format: | 17x24 cm |
| Waga: | 290 g |
| Typ publikacji: | Podręcznik akademicki |
| DOI: | https://doi.org/10.31338/uw.9788323521648 |
Introduction to Differential Geometry, 2nd ed.
A textbook on classic differential geometry, presenting the geometry of curves and surfaces. The new edition has been expanded to include a review of integrals of vector functions and a chapter on differential topology. The appropriately chosen examples and exercises show relations between differential geometry and other fields: analytic function theory, topology, mechanics, mapping and algebra.
Keywords:geometry of surfaces, surfaces of revolution, covariant derivative, vector fields, integrals, topology
A textbook on classic differential geometry, presenting the geometry of curves and surfaces. The new edition has been expanded to include a review of integrals of vector functions and a chapter on differential topology. The appropriately chosen examples and exercises show relations between differential geometry and other fields: analytic function theory, topology, mechanics, mapping and algebra.
Keywords:geometry of surfaces, surfaces of revolution, covariant derivative, vector fields, integrals, topology
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