Linked from

The 22 pages that link to Tensor, each with the reason it gives.

• AnisotropyNarrower topic: Tensors encode many direction-dependent properties, including stress, conductivity, and optical response.

• Riemann curvature tensorNarrower topic: Tensorial transformation rules make curvature independent of the chosen coordinates.

• Stress–energy tensorNarrower topic: Tensor transformation rules make its physical content independent of coordinates.

• Tensor fieldNarrower topic: Each point receives one of these multilinear objects.

• Tensor calculusNarrower topic: Tensor calculus applies algebraic and differential operations to these objects.

• Vector (physics)Narrower topic: Tensors generalize vectors to quantities with multiple directional inputs and outputs.

• Four-vectorNarrower topic: Four-vectors are rank-one tensors, part of a broader transformation hierarchy.

• Lorentz covarianceNarrower topic: Tensor equations preserve their form when Lorentz transformations mix spacetime components.

• Cauchy stress tensorNarrower topic: The stress components depend on axes, while the represented physical quantity does not.

• Einstein notationNarrower topic: Tensor components are the quantities Einstein notation most often represents.

• General covarianceNarrower topic: Tensor equations retain their form when coordinate components change.

• Finite strain theoryNarrower topic: Deformation gradients and strain measures are tensors that encode coordinate-independent geometry.

• Curie's principleNarrower topic: Tensor form makes symmetry restrictions on material responses calculable.

• Ricci calculusNarrower topic: Ricci calculus expresses geometric quantities as tensors so equations remain meaningful across coordinate systems.