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From vector to tensor/ Juan Ramon Ruiz-Tolosa and Enrique Castillo

By: Ruiz-Tolosa, Juan RamonContributor(s): Castillo, EnriqueMaterial type: Text

TextPublication details: New York: Springer, 2005Description: xvi, 670 p. : ill. ; 24 cmISBN: 9783540228875Subject(s): Tensor algebra | Vector algebra | Calculus of tensors | Engineering mathematics | Mathematical physics | Vector analysisDDC classification: 512.5

Contents:

1. Tensor spaces -- 2. Introduction to tensors -- 3. Homogeneous tensors -- 4. Change-of-basis in tensor spaces -- 5. Homogeneous tensor algebra: tensor homomorphisms -- Part II: Special tensors -- 6. Symmetric homogeneous tensors: tensor algebras -- 7. Anti-symmetric homogeneous tensors, tensor and inner product algebras -- 8. Pseudotensors: modular, relative or weighted tensors -- Part III: Exterior algebras -- 9. Exterior algebras: totally anti-symmetric homogeneous tensor algebras -- 10. Mixed exterior algebras -- Part IV: Tensors over linear spaces with inner product -- 11. Euclidean homogeneous tensors -- 12. Modular tensors over E"n" (lR) Euclidean spaces -- 13. Euclidean exterior algebra -- Part V: Classic tensors in geometry and mechanics -- 14. Affine tensors.

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Holdings
Item type	Current library	Call number	Status	Date due	Barcode	Item holds
General Books	Central Library, Sikkim University General Book Section	512.5 TOL/ (Browse shelf(Opens below))	Available		P25348

Total holds: 0

1. Tensor spaces --
2. Introduction to tensors --
3. Homogeneous tensors --
4. Change-of-basis in tensor spaces --
5. Homogeneous tensor algebra: tensor homomorphisms --
Part II: Special tensors --
6. Symmetric homogeneous tensors: tensor algebras --
7. Anti-symmetric homogeneous tensors, tensor and inner product algebras --
8. Pseudotensors: modular, relative or weighted tensors --
Part III: Exterior algebras --
9. Exterior algebras: totally anti-symmetric homogeneous tensor algebras --
10. Mixed exterior algebras --
Part IV: Tensors over linear spaces with inner product --
11. Euclidean homogeneous tensors --
12. Modular tensors over E"n" (lR) Euclidean spaces --
13. Euclidean exterior algebra --
Part V: Classic tensors in geometry and mechanics --
14. Affine tensors.

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