Dashboard

Featured nodes

Roots

Public root

Templates

Guanyu's Latex template
Router template

Trees

Showcase

Related nodes

Parents1

Examples of vector spaces

Siblings17
Sort by title
Sort by date

The solutions to a homogeneous linear differential equation is a vector space.
The set of all polynomials is a vector space.
The set of all polynomials of degree at most n is a vector space.
The set of all sequences is a vector space.
The crazy vector space is a vector space.
The set containing only 0 is a vector space.
F^n is a vector space.
R^n is a vector space.
C^n is a vector space.
The set of all functions on a set is a vector space.
The solutions to a homogeneous system of linear equations is a vector space.
The set of m by n matrices is a vector space.
The row space of a matrix is a vector space
The column space of a matrix is a vector space
The null space of a matrix is a subspace of R^n (or C^n).
The left null space of a matrix is a subspace of R^m (or C^m).
The set of linear transformations between two vector spaces is a vector space.

Beta

#

Explore
Sign in
Request an invite

The row space of a matrix is a vector space

Related

Your own links and the nodes closest in meaning.

Related

Sign in to manage links and suggestions.

Similar in meaning

Suggested from content

The column space of a matrix is a vector spaceClose match
Definition of row space of a matrixClose match
The null space of a matrix is a subspace of R^n (or C^n).Close match
Subspaces associated to a matrixClose match
The row space and the column space of a matrix have the same dimension.Close match
Definition of column space of a matrixClose match
The column space of an m-by-n matrix is a subspace of R^m (or C^m)Close match
Row equivalent matrices have the same row space.Close match
The set of m by n matrices is a vector space.Close match
Row operations do not necessarily preserve the column space.Close match
Nonzero rows of reduced row-echelon form give a basis for the row spaceClose match
Definition of rank of a matrixClose match
The left null space of a matrix is a subspace of R^m (or C^m).Close match
R^n is a vector space.Close match
Definition of column rank of a matrixClose match
SpansClose match
Equivalence theorem for nonsingular matrices: the rows of A span R^n (or C^n).Close match
Equivalence theorem for nonsingular matrices: the columns of A span R^n (or C^n).Close match
SubspacesClose match
Vector spacesClose match

knowen.md© 2026 KTree Inc.

Explore What is knowen.md?Pricing Integrations Contact us Leave feedback