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Dover Books on Mathematics : Vectors Tensors, Spinors Books List

Dover Books on Mathematics : Vectors Tensors, Spinors Books List  (22)

Dover Books on Mathematics : Vectors Tensors, Spinors Books List  (link)


About Vectors, Hoffmann  (unfree)

The Absolute Differential Calculus (Calculus of Tensors), Levi-Civita  (unfree)

Applications of Tensor Analysis, McConnell  (unfree)

Cartesian Tensors, An Introduction, Temple  (unfree)

Concise Vector Analysis, Eliezer  (unfree)

Elements of Tensor Calculus, Newman  (unfree)

Introduction to Vector and Tensor Analysis, Wrede  (unfree)

Introduction to Vectors & Tensors, Bowen, Wang  (unfree)

Matrix Vector Analysis, Eisenman  (unfree)

Optimization in Function Spaces, Sasane  (unfree)

Problems and Worked Solutions in Vector Analysis, Shorter  (unfree)

Tensor Analysis on Manifolds, Bishop, Goldberg  (unfree)

Tensor Calculus, Synge, Schild  (unfree)

Tensor and Vector Analysis : With Applications to Differential Geometry, Springer  (unfree)

Tensors, Differential Forms, and Variational Principles, Lovelock, Rund  (unfree)

The Theory of Spinors, Cartan  (unfree)

Vector Analysis, Newell  (unfree)

Vector Analysis, Brand  (unfree)

Vector Methods Applied to Differential Geometry, Mechanics, and Potential Theory, Rutherford  (unfree)

Vector and Tensor Analysis, Hay  (unfree)

Vector and Tensor Analysis, with Applications, Borisenko, Tarapov  (unfree)

Vectors and their Applications, Pettofrezzo  (unfree)

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