The vector space V, together with the representation ρ, is called a -module.

In contrast in special relativity, M is taken to be a vector space V (of dimension four).

The vector space V is called an H-module.

For any vector space V there is a natural exterior derivative on the space of V-valued forms.

Then any n-dimensional vector space V over F will have q elements.

A graded vector space V can be made into a comodule.

The set of all linearly independent subsets of a vector space V, ordered by inclusion.

The complexified vector space V has more structure than an ordinary complex vector space.

The vector space V may or may not possess an eigenbasis, a basis consisting of eigenvectors.

The dual space of a vector space V, denoted V*.

The vector space V, together with the representation ρ, is called a -module.

In contrast in special relativity, M is taken to be a vector space V (of dimension four).

The vector space V is called an H-module.

For any vector space V there is a natural exterior derivative on the space of V-valued forms.

Then any n-dimensional vector space V over F will have q elements.

A graded vector space V can be made into a comodule.

The set of all linearly independent subsets of a vector space V, ordered by inclusion.

The complexified vector space V has more structure than an ordinary complex vector space.

The vector space V may or may not possess an eigenbasis, a basis consisting of eigenvectors.

The dual space of a vector space V, denoted V*.