That is, however, something particular to the case of tensor product.

The result is another tensor with order reduced by 2.

That relationship is best described in the terms of tensor analysis.

But it is also possible to look for tensor currents.

This tensor gives the rest mass for the entire system.

He turned the tensor light away, and his face dropped into shadows.

It is also possible for a tensor field to have a "density".

We have a tensor product for the combined state of both systems.

He also pointed out that this should best be described by a tensor.

An overview of the subject can be found in the main tensor article.

The structure tensor is an important tool in scale space analysis.

The matrix is often called the structure tensor of the image at the point p.

A tensor can be thought of as a positive scalar.

The structure tensor is often used in image processing and computer vision.

At length he brought the conversation back to the tensor formula.

For a more traditional explanation see the tensor density article.

When they are present the stress tensor is not symmetric.

For example, a vector is a simple tensor of rank one.

The most suitable mathematical structure seemed to be a tensor.

Each term on right hand side is a tensor.

In the worst case, this requires 3156 independent tensor components.

Simple calculations show that such a tensor has independent components.

This is a special case of a topological tensor product.

The numbers are called the components of the tensor on the chosen basis.

One can try to be more clever in defining a tensor product.