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1. From vectors to tensors
by Ruíz-Tolosa, Juan Ramón
2005, ISBN 9783540228875, xvi, 670
Book
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2. Tensor
Tensor Society, Sapporo, Japan
Tensor
Societies, etc | Calculus of tensors | Mathematics
Journal
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3. Introduction to vectors and tensors
by Bowen, Ray M., 1936 and Wang, 1938
1976, Mathematical concepts and methods in science and engineering, ISBN 0306375087, 2 v. (xxii, 434 p.)
Vector algebra | Tensor algebra | Vector analysis | Calculus of tensors
Book
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4. The Matrix and tensor quarterly
and Tensor Society of Great BritainTensor Club of Great Britain
The Matrix and tensor quarterly, ISSN 0025-5998, 1950
Engineering mathematics | Periodicals | Matrices | Calculus of tensors | Mathematical physics
Journal
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5. Tensor calculus
: with applications
by Akivis, M. A
2003, ISBN 9789812385062, xii, 367
Book
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6. Tensors
: geometry and applications
by Landsberg, J. M
2012, Graduate studies in mathematics, ISBN 0821869078, Volume 128, xx, 439
Matrices | Tensor products | Multilinear algebra | Signal theory (Telecommunication)
Book
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7. Full Text Properties of Some Classes of Structured Tensors
by Song, Yisheng and Song, Yisheng and Qi, Liqun and Qi, Liqun
Journal of Optimization Theory and Applications, ISSN 0022-3239, 6/2015, Volume 165, Issue 3, pp. 854 - 873
In this paper, we extend some classes of structured matrices to higher-order tensors. We discuss their relationships with positive semi-definite tensors and... 
34B10 | Mathematics | Theory of Computation | hbox {P}_0$$ P 0  tensor | 15A48 | 47A52 | Optimization | Principal sub-tensor | 47H12 | 47J10 | P tensor | Calculus of Variations and Optimal Control; Optimization | Operations Research/Decision Theory | hbox {B}_0$$ B 0  tensor | Eigenvalues | 47H09 | 47H07 | Applications of Mathematics | Engineering, general | B tensor | 47H15 | formula presented | COMPLEMENTARITY-PROBLEMS | MATHEMATICS, APPLIED | HYPERGRAPHS | P-0 tensor | P-MATRICES | SIGNLESS LAPLACIAN TENSORS | POSITIVE DEFINITENESS | EVEN ORDER | OPERATIONS RESEARCH & MANAGEMENT SCIENCE | H-EIGENVALUES | ERROR-BOUNDS | B-0 tensor | Studies | Matrix | Mathematical analysis | Nonlinear equations | Tensors | Structured matrices | Inequalities | Links | Nonlinearity
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8. Tensor geometry
: the geometric viewpoint and its uses
by Dodson, C. T. J and Poston, T
1977, Surveys and reference works in mathematics., ISBN 9780273003175, xiii, 598
Geometry, Differential | Calculus of tensors
Book
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9. Full Text The Schur multiplier of groups of order 5
by Hatui, Sumana and Kakkar, Vipul and Yadav, Manoj K
Journal of Group Theory, ISSN 1433-5883, 07/2019, Volume 22, Issue 4, pp. 647 - 687
Abstract In this article, we compute the Schur multiplier, non-abelian tensor square and exterior square of non-abelian p-groups of order {p^{5}} . As an... 
Tensors
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10. Tensor analysis with applications in mechanics
by Lebedev, L. P and Cloud, Michael J and Eremeyev, Victor A
2010, New ed., ISBN 9789814313124, xiv, 363
Calculus of tensors
Book
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11. Introduction to vectors and Cartesian tensors
: a programmed text for students of engineering and science
by Haskell, R.E
1972, 365
Vector analysis | Calculus of tensors | Programmed instruction
Book
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12. Vectors and tensors in engineering and physics
by Danielson, D. A
1997, 2nd ed., ISBN 9780201442106, v, 282
Calculus of tensors
Book
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13. Vector and tensor analysis with applications
by Borisenko, Aleksandr Ivanovich and Tarapov, Ivan Evgen'evich
1968, Rev. ed., Selected Russian publications in the mathematical sciences, x, 257 p. illus.
Vector analysis | Calculus of tensors
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14. Full Text Nonnegative approximations of nonnegative tensors
by Lim, Lek‐Heng and Comon, Pierre
Journal of Chemometrics, ISSN 0886-9383, 07/2009, Volume 23, Issue 7‐8, pp. 432 - 441
We study the decomposition of a nonnegative tensor into a minimal sum of outer product of nonnegative vectors and the associated parsimonious naïve Bayes... 
CANDECOMP | tensor Brègman divergence | nonnegative hypermatrices | nonnegative tensor rank | PARAFAC, tensor norm | nonnegative tensors | low‐rank tensor approximations | probabilistic latent semantic indexing | nonnegative tensor decompositions | Low-rank tensor approximations | Nonnegative tensor decompositions | Tensor norm | PARAFAC | Nonnegative tensors | Tensor Brègman divergence | Probabilistic latent semantic indexing | Nonnegative hypermatrices | Nonnegative tensor rank | LOW-RANK APPROXIMATION | CHEMISTRY, ANALYTICAL | STATISTICS & PROBABILITY | MODEL | COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE | INSTRUMENTS & INSTRUMENTATION | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | low-rank tensor approximations | LEAST-SQUARES ALGORITHM | MATRIX FACTORIZATION | tensor Bregman divergence | AUTOMATION & CONTROL SYSTEMS | Tensors | Approximation | Mathematical analysis | Probability theory | Norms | Vectors (mathematics) | Chemometrics | Optimization | Engineering Sciences | Signal and Image Processing | Computer Science
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15. Full Text Multimodal integration of diffusion MRI for better characterization of tissue biology
by Liu, Chunlei and Özarslan, Evren and Linköpings universitet and Centrum för medicinsk bildvetenskap och visualisering, CMIV and Tekniska fakulteten and Avdelningen för medicinsk teknik and Institutionen för medicinsk teknik
NMR in Biomedicine, ISSN 0952-3480, 04/2019, Volume 32, Issue 4, pp. e3939 - n/a
The contrast in diffusion‐weighted MR images is due to variations of diffusion properties within the examined specimen. Certain microstructural information on... 
cumulants | confinement tensor | diffusion fMRI | susceptibility tensor | mean apparent propagator | tensor distribution | diffusion‐relaxation correlation | structure tensor | Tensor distribution | Diffusion-relaxation correlation | Susceptibility tensor | Structure tensor | Diffusion fMRI | Mean apparent propagator | Cumulants | Confinement tensor | PROPAGATOR MAP MRI | TENSOR IMAGING GDTI | HUMAN BRAIN | GENERALIZED DIFFUSION | GAUSSIAN DIFFUSION | ECHO MRI | WATER DIFFUSION | BIOPHYSICS | RESONANCE | SPECTROSCOPY | MAGNETIC-FIELD GRADIENT | IN-VIVO | diffusion-relaxation correlation | RADIOLOGY, NUCLEAR MEDICINE & MEDICAL IMAGING | Multimodal Imaging | Anisotropy | Humans | Diffusion Magnetic Resonance Imaging | Neurons - physiology | Signal Processing, Computer-Assisted | Organ Specificity | Magnetic resonance imaging | Basis functions | Biology | Tissues | Magnetic susceptibility | Tensors | Mathematical analysis | Magnetic permeability | Sensory integration | Orthogonal functions | Functional magnetic resonance imaging | Functionally gradient materials | Diffusion | Image contrast | Clinical Medicine | Medical and Health Sciences | Radiologi och bildbehandling | Medicin och hälsovetenskap | confinement tensor; cumulants; diffusion fMRI; diffusion-relaxation correlation; mean apparent propagator; structure tensor; susceptibility tensor; tensor distribution | Radiology, Nuclear Medicine and Medical Imaging | Klinisk medicin
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16. Tensors and manifolds
: with applications to physics
by Wasserman, R. H. (Robert H.)
2004, 2nd ed., ISBN 0198510594, xiv, 447
Mechanics | Manifolds (Mathematics) | Relativity (Physics) | Calculus of tensors | Mathematical physics | Generalized spaces
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17. Full Text Susceptibility tensor imaging
by Liu, Chunlei
Magnetic Resonance in Medicine, ISSN 0740-3194, 06/2010, Volume 63, Issue 6, pp. 1471 - 1477
Heterogeneity of magnetic susceptibility within brain tissues creates unique contrast between gray and white matter in magnetic resonance phase images acquired... 
magnetic resonance imaging | apparent susceptibility tensor | apparent magnetic susceptibility | susceptibility tensor imaging | diffusion‐tensor imaging | diffusion‐weighted imaging | magnetic susceptibility anisotropy | Diffusion-weighted imaging | Diffusion-tensor imaging | Magnetic resonance imaging | Magnetic susceptibility anisotropy | Apparent susceptibility tensor | Susceptibility tensor imaging | Apparent magnetic susceptibility | diffusion-tensor imaging | HIGH-FIELD MRI | diffusion-weighted imaging | TRACKING | CONTRAST | DIFFUSION | RADIOLOGY, NUCLEAR MEDICINE & MEDICAL IMAGING | BRAIN | Radiography | Diagnostic Imaging | Magnetic Resonance Imaging | Brain - diagnostic imaging | Animals | Anisotropy | Mice | Central Nervous System - chemistry | STI – susceptibility tensor imaging | DWI – diffusion-weighted imaging | AST – apparent susceptibility tensor | MRI – magnetic resonance imaging | DTI – diffusion-tensor imaging | ASM – apparent magnetic susceptibility | MSA – magnetic susceptibility anisotropy
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18. Gaudin models for 𝔤𝔩(m|n)
by Mukhin Evgeny and Vicedo Benoît and Young Charles
Journal of Mathematical Physics, ISSN 0022-2488, 05/2015, Volume 56, Issue 5
We establish the basics of the Bethe ansatz for the Gaudin model associated to the Lie superalgebra 𝔤𝔩(m|n). In particular, we prove the completeness of... 
Tensors
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19. Manifolds, tensor analysis, and applications
by Abraham, Ralph and Marsden, Jerrold E and Rațiu, Tudor S
1983, ISBN 0201101688, Volume no. 2., xix, 582
Manifolds (Mathematics) | Global analysis (Mathematics) | Calculus of tensors
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20. Linear vector spaces and Cartesian tensors
by Knowles, James K. 1931- (James Kenyon)
1998, ISBN 0195112547, viii, 120
Calculus of tensors | Vector spaces
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