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Bibliography on tensors |
Abraham-Marsden-Ratiu, Manifolds, Tensor Analysis, and Applications, Springer
Akivis-Goldberg, Tensor calculus with applications,
World Scientific
Akivis-Goldberg, Introduction to linear algebra & tensors, Dover
Bachman, A Geometric Approach to Differential Forms, Birkhauser
Bishop-Goldberg, Tensor analysis on manifolds,
Dover Books
Borisenko-Tarapov, Vector and tensor analysis, Dover
Bourbaki,
Eléments de
Mathématique VII, partie I, livre 2, algebra, Hermann, 1958
Brand, Vector and Tensor Analysis
Cavicchioli-Meschiari, Lezioni di Geometria, 2nd vol.,
Pitagora Editrice
Chambadal, Dictionnaire des mathématiques modernes, Librairie
Larousse, 1969
Coburn, Vector and Tensor Analysis,
Dover
Borowski-Borwein, Reference Dictionary of Mathematics,
Collins, 1989
Dodson-Poston, Tensor Geometry, Springer
Dubrovin-Fomenko-Novikov,
Modern Geometry, 1st vol.,
Springer
Einstein, The Meaning of Relativity,
Princeton University Press, 1955
Eisenhart, An introduction to differential geometry with use of the tensor calculus, Princeton University Press
Eisenhart, Riemannian Geometry, Princeton
University Press
Fomenko, Tensor and vector analysis: Geometry, Analysis and Physics
Frankel, The Geometry of Physics,
Cambridge University Press
Gerretsen, Lectures on Tensor Calculus and Differential Geometry, P. Noordhoff, 1962
Hartle, Gravity, Addison Wesley
Heinbockel, Introduction to tensor calculus and continuum mechanics, Trafford
Hoffman, About vectors, Dover
Jeffreys, Cartesian tensors
Joshi, Matrices and tensors in physics
Kay, Tensor
calculus, Schaum
Kline, Mathematical Thought from Ancient to Modern Times
Knowles, Linear vector spaces and cartesian tensors, Oxford University Press
Lawden, Introduction to tensor calculus, relativity, cosmology, Dover
Lebedev-Cloud, Tensor analysis, World Scientific
Levi-Civita, The absolute differential calculus, Dover
Lovelock-Rund, Tensors, differential forms, and variational principles, Dover
Mac Lane-Birkhoff, Algebra, The MacMillan Company,
1967
Michal, Matrix and Tensor Calculus
Nye, Physical properties of chrystals: their representation by tensors and
matrices
Oeijord, The Very Basics of Tensors,
iUniverse Inc.
Papastavridis, Tensor calculus and analytical dynamics, CRC Press
O’Neill, Elementary Differential Geometry,
Harcourt Academic Press
Pauli, Relativity Theory (in Enciclopedy of Mathematical Sciences)
Ruiz Tolosa-Castillo, From vectors to tensors,
Springer
Rutherford Aris, Vectors, Tensors and the basic equations of fluid mechanics, Dover
Sands, Vectors and tensors in chrystallography, Dover
Sard, Relativistic Mechanics,
W. A. Benjamin, 1970
Schouten,
Ricci
Calculus, Springer, 1954
Schouten,
Tensor
Analysis for Phisicists, Dover
Silov, Mathematical Analysis,
3rd vol. (Functions of Several
Variables)
Simmonds, A brief on tensor analysis,
Springer
Smirnov, Course of Advanced Mathematics,
3rd vol.
Sokolnikoff, Tensor Analysis Theory and Applications to Geometry and Mechanics of
Continua, Wiley Interscience
Spain, Tensor calculus, Dover
Spiegel, Vector Analysis, Schaum
Spivak, Calculus on manifolds,
Perseus Books
Synge-Schild, Tensor calculus, Dover
Tallini, Varietà differenziabili e coomologia di De Rham, Cremonese
Temple, Cartesian tensors, Dover
Various Authors, Enciclopedia della Scienza e della Tecnica, Garzanti
Wasserman, Tensors and manifolds,
Oxford University Press
Woodhouse, General Relativity, Springer
Wrede, Introduction to Vector and Tensor Analysis, Dover
Young C. E., Vector and Tensor Analysis,
Marcel Dekker