Table of Contents
- Vectors and vector spaces
- The geometric structure of vector spaces
- Linear algebra in practice spaces: measuring distances
- Linear transformations
- Matrices and equations
- Eigenvalues and eigenvectors
- Matrix factorizations
- Matrices and graphs
- Functions
- Numbers, sequences, and series
- Topology, limits, and continuity
- Differentiation
- Optimization
- Integration
- Multivariable functions
- Derivatives and gradients
- Optimization in multiple variables
- What is probability?
- Random variables and distributions
- The expected value
- The maximum likelihood estimation
- It's just logic
- The structure of mathematics
- Basics of set theory
- Complex numbers

