Mind map
Invertible
Map content
Invertible
Row equivalent to I
- det not equal to zero
- Ax=b has a unique solution
- Ax=0 has a unique solution iff
- rank(A)<n
- Ax=0 has a unique solution iff
- v1,v2 is a basis for Fn
- v1, .., vn are LI
- Ax=b has a unique solution
- with optional zero rows
- the row sapce spans the entire space F^n
- det not equal to zero
a product of elementary matrices
Rank(A) =n
NOT INVERTIBLE
- Det=0
- Zero row
- Two identical rows
- Det=0
Information
- Description
- Mind Map on Invertible, created by Samantha Harper on 07/12/2018.
- Created by
- Samantha Harper
- Views
- 0
- Rating