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6.6 Matrices: Rank - Linear Algebra and Analytic Geometry
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The rank of a matrix is a nonnegative integer. It is a measure of the amount of information contained in the matrix.
Course chapters:
0. Introduction
1. Vector Spaces
2. Geometrical interpretation: vectors (algebra)----points (geometry)
3. Geometrical interpretation: sum and product by scalars
4. Sub-Vector Spaces and Linear Combinations
5. Linear Dependence
6. Matrices
7. ....
Course chapters:
0. Introduction
1. Vector Spaces
2. Geometrical interpretation: vectors (algebra)----points (geometry)
3. Geometrical interpretation: sum and product by scalars
4. Sub-Vector Spaces and Linear Combinations
5. Linear Dependence
6. Matrices
7. ....