Dashboard
Featured nodes
Roots
Public root
Templates
Test template
iCorps template
Guanyu's Latex template
Ivar's latex template
Family Tree template
Latex template
Router template
Trees
Public trees
Related nodes
Parents
1
Coordinate vector spaces
Siblings
11
Sort by title
Sort by date
Algebraic properties of R^n (or C^n)
Geometric properties of R^n (or C^n)
Axioms of a vector space
Linear combinations
Spans
Subspaces
Linear (in)dependence
Bases
Dimension
Linear transformations
Orthogonality and projection
Children
7
Sort by title
Sort by date
Definition of dimension of a vector space (or subspace)
If a vector space has dimension n
Every basis for a vector space contains the same number of elements
Definition of dimension of a vector space (or subspace) being finite or infinite
The dimension of a subspace is less than or equal to the dimension of the whole space
If two finite dimensional subspaces have the same dimension and one is contained in the other
A set of vectors containing more elements than the dimension of the space must be linearly dependent
Knowen
β
Go to node
Help
Welcome to Knowen!
Edit test node (no login required)
Create new test node (no login required)
Not logged in
Sign in
Sign up
History & Comments
Back
Import node
Description:
Sign in
to add a new comment