Foundations for Machine Learning by Dr. Jon Krohn
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Choosing the course - For students that purchased individual course
Introduction, who am I and why this course?
What Linear Algebra Is
What Linear Algebra Is - Example
A Brief History of Algebra
Exercise
Solution
Tensors & Scalars
Vectors and Vector Transposition
Norms & Unit Vectors
Basis, Orthogonal, and Orthonormal Vectors
Matrices and Tensors in TensorFlow and PyTorch
Exercise
Solution
Tensor Transposition, Arithmetic, Reduction & Dot Product
Exercise
Solution
Solving Linear Systems and Exercises
Solution
Solving Linear System with Elimination
Exercise
Solution
The Frobenius Norm
Matrix Multiplication
Symmetric and Identity Matrices
Exercise
Solution
Matrix Inversion
Diagonal Matrices
Orthogonal Matrices
Linear Algebra Review and Applying Matrices in Exercise
Solution
Hands-on Code Demo
Eigenvectors
Eigenvalues
Hands-on Code Demo
Matrix Determinants with Hands-on Demo
Exercise
Solution and Explanation
Determinants and Eigenvalues
Eigendecomposition
Exercise
Applications of Eigendecomposition
Singular Value Decomposition (SVD)
The Moore-Penrose Pseudoinverse
Hands-on Code Demo
Principal Component Analysis (PCA): A Simple ML Algorithm
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