Category:Tensors
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multilinear map on some combination of scalars, vectors, covectors, and tensors | |||||
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English: In mathematics, a tensor is a certain kind of geometrical entity and array concept. It generalizes the concepts of scalar, vector and linear operator, in a way that is independent of any chosen frame of reference. For example, doing rotations over axis does not affect at all the properties of tensors, if a transformation law is followed. Tensors are of importance in pure and applied mathematics, physics and engineering.
Subcategories
This category has the following 10 subcategories, out of 10 total.
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Media in category "Tensors"
The following 51 files are in this category, out of 51 total.
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2Tensor representation 2D or 3D.png 506 × 206; 24 KB
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Another universal tensor prod.svg 248 × 142; 19 KB
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Bacterial-tensor-product.svg 512 × 181; 14 KB
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Bacterial-tensor-twice-contracted-product.png 548 × 151; 243 KB
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Calcul tensoriel-fr.pdf 1,239 × 1,754, 27 pages; 1.05 MB
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Contravariant and covariant components of a vector.jpg 583 × 448; 18 KB
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Covariance and contravariance of vectors.jpg 519 × 689; 28 KB
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Covariant vector under coordinate transformation.svg 531 × 530; 79 KB
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Cube, Vector of Cubes, Matrix of Cubes, Cube of Cubes.png 1,155 × 335; 22 KB
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Curve3D.png 560 × 420; 22 KB
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Curve3DST.png 560 × 420; 3 KB
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De-Tensor.ogg 1.6 s; 15 KB
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Decomposition of tensor components.svg 1,134 × 602; 64 KB
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Definizione Prodotto Tensoriale.svg 133 × 61; 13 KB
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Epsilon volume anticyclic permutations.svg 484 × 558; 64 KB
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Epsilon volume cyclic permutations.svg 445 × 588; 62 KB
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Factorisation property of the tensor product.svg 751 × 626; 21 KB
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Fundamental Interactions.png 750 × 735; 138 KB
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Gautam Number Gn.svg 816 × 1,056; 16 KB
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Matrice cube 1.JPG 305 × 300; 28 KB
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Matrix tensor.JPG 283 × 200; 12 KB
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MatrixTensor.JPG 262 × 171; 12 KB
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Notazione tensoriale cartesiana.png 392 × 332; 7 KB
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Plasticity models meridional profile.svg 720 × 540; 51 KB
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STball.png 560 × 420; 17 KB
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STcurvel.png 560 × 420; 18 KB
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STgeneric.png 560 × 420; 9 KB
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Stress components in element.png 535 × 473; 18 KB
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Stress energy tensor of Kartazion.png 571 × 337; 34 KB
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STsurfel.png 560 × 420; 10 KB
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Tenseurs - exemples.png 631 × 245; 34 KB
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Tensor 0.png 438 × 407; 8 KB
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Tensor 01.png 490 × 370; 12 KB
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Tensor 02.png 607 × 410; 15 KB
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Tensor components explained.svg 154 × 1,248; 202 KB
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Tensor network contraction example.png 1,906 × 2,380; 142 KB
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Tensor of rank two.svg 436 × 244; 11 KB
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Tensor Product - Bernstein basis polynomials.svg 958 × 954; 1.45 MB
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Tensor Product Construction.svg 228 × 62; 24 KB
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Tensor product of algebras.png 392 × 307; 13 KB
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Tensor product1.gif 250 × 100; 2 KB
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Tensor product2.gif 250 × 100; 2 KB
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Tensor train.png 1,253 × 122; 12 KB
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Tensor-diagram.jpg 684 × 496; 26 KB
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Tensor-diagram.svg 190 × 104; 15 KB
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Tensor-diagramB.jpg 684 × 496; 18 KB
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Tensor-order-comparison.png 567 × 208; 16 KB
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Tensorbild.svg 256 × 210; 30 KB
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Tenzor1.png 283 × 198; 1 KB
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Tenzor3.png 482 × 255; 2 KB
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UnicitaPT.gif 324 × 191; 2 KB