Dashboard
Featured nodes
Roots
Public root
Templates
Guanyu's Latex template
Router template
Trees
Showcase
Related nodes
Parents
1
Determinants axiomatically
Siblings
9
Sort by title
Sort by date
Definition of multilinear function
The determinant function exists.
The determinant function is unique.
A determinant is a multilinear function
Adding a multiple of one row to another row does not change the determinant.
Switching two rows multiplies the determinant by -1.
Multiplying a row by a scalar multiplies the determinant by that scalar.
A matrix with two equal rows/columns has determinant 0
A matrix with a 0 row/column has determinant 0
Beta
Search knowen.md
/
#
Explore
Sign in
Graph
Visible
Navigate
History
Collaborators
1
Download as Markdown
Public root
…
Container for Linear Algebra
Linear algebra
Matrices
Determinants
Determinants axiomatically
Switching two rows multiplies the determinant by -1.
Created almost 9 years ago
ID
23738
A
−
A
+
Put content here.
Parents
Determinants axiomatically
Put content here.
Copy
