Module 4: Linear Algebra for CS
This page aggregates the generated reference routes used by the learner-facing module.
- Semester:
semester-01-math-foundations - App:
foundations
Read only if stuck
- LAIA: 1.2 The Geometry of Linear Equations (Part 1)
- LAIA: 1.3 An Example of Gaussian Elimination (Part 2)
- LAIA: 1.4 Matrix Notation and Matrix Multiplication (Part 2)
- LAIA: 1.5 Triangular Factors and Row Exchanges (Part 1)
- LAIA: 1.6 Inverses and Transposes (Part 4)
- LAIA: 2.1 Vector Spaces and Subspaces (Part 1)
- LAIA: 2.2 Solving Ax = 0 and Ax = b (Part 4)
- LAIA: 2.3 Linear Independence, Basis, and Dimension (Part 2)
- LAIA: 2.4 The Four Fundamental Subspaces (Part 2)
- LAIA: 2.6 Linear Transformations (Part 3)
- LAIA: 3.1 Orthogonal Vectors and Subspaces (Part 2)
- LAIA: 3.2 Cosines and Projections onto Lines (Part 2)
- LAIA: 3.3 Projections and Least Squares (Part 2)
- LAIA: 3.4 Orthogonal Bases and Gram-Schmidt (Part 5)
- LAIA: 4.1 Introduction / 4.2 Properties of the Determinant
- LAIA: 5.1 Introduction (Part 3)
- LAIA: 5.2 Diagonalization of a Matrix (Part 2)
- LAIA: 6.2 Tests for Positive Definiteness (Part 5)
- LAIA: 6.3 Singular Value Decomposition (Part 3)
- LAIA: 7.2 Matrix Norm and Condition Number (Part 2)
- LAIA: 1.3 An Example of Gaussian Elimination (Part 1)
- LAIA: 2.4 The Four Fundamental Subspaces (Part 1)
- LAIA: 2.3 Linear Independence, Basis, and Dimension (Part 1)
- LAIA: 2.6 Linear Transformations (Part 2)
- LAIA: 3.3 Projections and Least Squares (Part 3)
- LAIA: 4.4 Applications of Determinants (Part 2)
- LAIA: 5.1 Introduction (Part 2)
- LAIA: 5.2 Diagonalization of a Matrix (Part 1)
- LAIA: 6.1 Minima, Maxima, and Saddle Points (Part 2)
- LAIA: 6.3 Singular Value Decomposition (Part 1)