Tensor and vector analysis : with applications to differential geometry
C. E. Springer.
New York : Ronald Press, ©1962.
ix, 242 págs. : ilustraciones ; 24 cm.
Reseña: MathSciNet, 28 #3380
Contenido
- 1. Coordinate transformations and mappings
- 2. Loci in three-space
- 3. Transformation of coordinates in space; Differentiation
- 4. Tensor algebra
- 5. Tensor analysis
- 6. Vector analysis
- 7. Vector algebra
- 8. Differentiation of vectors
- 9. Differentiation of tensors
- 10. Scalar and vector fields
- 11. Integration of vectors
- 12. Geodesic and union curves.