Emby / Linear Algebra (Entire Course)
Linear Algebra 1.1.1 Systems of Linear Equations
Linear Algebra 1.1.2 Solve Systems of Linear Equations in Augmented Matrices Using Row Operations
Linear Algebra 1.2.1 Row Reduction and Echelon Forms
Linear Algebra 1.2.2 Solution Sets and Free Variables
Linear Algebra 1.3.1 Vector Equations
Linear Algebra 1.3.2 Linear Combinations
Linear Algebra 1.4.1 The Matrix Equation Ax=b
Linear Algebra 1.4.2 Computation of Ax
Linear Algebra 1.5.1 Homogeneous System Solutions
Linear Algebra 1.5.2 Non-Homogeneous System Solutions
Linear Algebra 1.6.1 Applications of Linear Systems - Economic Sectors
Linear Algebra 1.6.2 Applications of Linear Systems - Network Flow
Linear Algebra 1.7.1 Linear Independence
Linear Algebra 1.7.2 Special Ways to Determine Linear Independence
Linear Algebra 1.8.1 Matrix Transformations
Linear Algebra 1.8.2 Introduction to Linear Transformations
Linear Algebra 2.1.1 Matrix Operations - Sums and Scalar Multiples
Linear Algebra 2.1.2 Matrix Operations - Multiplication and Transpose
Linear Algebra 2.2.1 The Inverse of a Matrix
Linear Algebra 2.2.2 Solving 2x2 Systems with the Inverse and Inverse Properties
Linear Algebra 2.2.3 Elementary Matrices And An Algorithm for Finding A Inverse
Linear Algebra 2.3.1 Characterizations of Invertible Matrices
Linear Algebra 3.1.1 Introduction to Determinants
Linear Algebra 3.1.2 Co-factor Expansion
Linear Algebra 3.2.1 Properties of Determinants
Linear Algebra 4.1.1 Vector Spaces
Linear Algebra 4.1.2 Subspace of a Vector Space
Linear Algebra 4.2.1 Null Spaces
Linear Algebra 4.2.2 Column Spaces
Linear Algebra 4.3.1 Linearly Independent Sets and Bases
Linear Algebra 4.3.2 The Spanning Set Theorem
Linear Algebra 4.5.1 The Dimension of a Vector Space
Linear Algebra 4.5.2 Subspaces of a Finite Dimensional Space
Linear Algebra 4.6.1 The Row Space
Linear Algebra 4.6.2 Rank
Linear Algebra 5.1.1 Eigenvectors and Eigenvalues
Linear Algebra 5.1.2 More About Eigenvectors and Eigenvalues
Linear Algebra 5.2.1 Determinants and the IMT
Linear Algebra 5.2.2 The Characteristic Equation
Linear Algebra 6.1.1 Inner Product, Vector Length and Distance
Linear Algebra 6.1.2 Orthogonal Vectors
Linear Algebra 6.2.1 Orthogonal Sets
Linear Algebra 6.2.2 Orthogonal Projections
Linear Algebra 6.3.1 Orthogonal Decomposition Theorem
Linear Algebra 6.3.2 The Best Approximation Theorem
Linear Algebra 6.5.1 Least Squares Problems