| 1. | The symplectic group of an abstract symplectic vector space is also denoted.
|
| 2. | Another example concerns the prehomogeneous vector spaces with a cubic relative invariant.
|
| 3. | Should we have a dab link at the top of vector space?
|
| 4. | Using a canonical basis, a graded vector space structure can be established.
|
| 5. | Free abelian groups have properties which make them similar to vector spaces.
|
| 6. | Vector spaces over a localization of a commutative ring are flat modules.
|
| 7. | There are a number of direct consequences of the vector space axioms.
|
| 8. | The G�teaux derivative extends the concept to locally convex topological vector spaces.
|
| 9. | Every vector space over \ C can be provided with an diagonalizable.
|
| 10. | Free objects are the direct generalization to basis in a vector space.
|
