線性代數
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課程簡介
- 資源下載
- Basic Concepts on Matrices and Vectors(1)
- Basic Concepts on Matrices and Vectors(2)
- Basic Concepts on Matrices and Vectors(3)
- Basic Concepts on Matrices and Vectors(4)
- Basic Concepts on Matrices and Vectors(5)
- System of Linear Equations(1)
- System of Linear Equations(2)
- Gaussian Elimination(1)
- Gaussian Elimination(2)
- The language of set theory
- Span of a Set of Vectors(1)
- Span of a Set of Vectors(2)
- Linear Dependence and Linear Independence(1)
- Linear Dependence and Linear Independence(2)
- Matrix Multiplication
- Invertibility and Elementary Matrices
- Column Correspondence Theorem
- The Inverse of a Matrix(1)
- The Inverse of a Matrix(2)
- Linear Transformations and Matrices(1)
- Linear Transformations and Matrices(2)
- Composition and Invertibility of Linear Transformations(1)
- Composition and Invertibility of Linear Transformations(2)
- Determinants(1)
- Determinants(2)
- Subspaces and their properties
- Basis and DimensionⅠ(1)
- Basis and DimensionⅠ(2)
- The Dimension of Subspaces associated with a Matrix
- Coordinate Systems
- Matrix Representations of Linear OperatorsⅠ
- Eigenvalues, Eigenvectors, and Diagonalization
- The Characteristic Polynomial(1)
- The Characteristic Polynomial(2)
- Diagonalization of Matrices(1)
- Diagonalization of Matrices(2)
- The Geometry of Vectors Dot Product(1)
- The Geometry of Vectors Dot Product(2)
- Orthogonal Vectors(1)
- Orthogonal Vectors(2)
- Orthogonal Projections(1)
- Orthogonal Projections(2)
- Least Squares Approximations and Orthogonal Projection Matrices
- Orthogonal Matrices and Operators
- Symmetric Matrices(1)
- Symmetric Matrices(2)
- Symmetric Matrices(3)
- Symmetric Matrices(4)
- Vector Spaces and Their Subspaces(1)
- Vector Spaces and Their Subspaces(2)
- Vector Spaces and Their Subspaces(3)
- Vector Spaces and Their Subspaces(4)
- Linear Transformation(1)
- Linear Transformation(2)
- Linear Transformation(3)
- Basis and DimensionⅡ(1)
- Basis and DimensionⅡ(3)
- Basis and Dimension(3)
- Matrix Representations of Linear OperatorsⅡ(1)
- Matrix Representations of Linear OperatorsⅡ(2)
- The Matrix Representations of the Inverse of an Invertible Linear Operator(1)
- The Matrix Representations of the Inverse of an Invertible Linear Operator(2)
- Eigenvalues and Eigenvectors of a Matrix Representations of a Linear Operator
- Inner Product Spaces(1)
- Inner Product Spaces(2)
- Inner Product Spaces(3)
- Inner Product Spaces(4)
- Inner Product Spaces(5)
資源下載
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