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Week
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Topics
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Study Metarials
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1
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Matrices and Basic Opretions of Matrices
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R1: Lecture Notes
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2
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LU Decomposition of a Matrix
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R1: Lecture Notes
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3
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Eigenvalues and Eigenvectors of a Matrix and Related Properties
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R1: Lecture Notes
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4
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Linear Independent Eigenvectors
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R1: Lecture Notes
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5
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Power Methods
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R1: Lecture Notes
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6
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Polynomial of a Matrix in Distinct and General
Cases
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R1: Lecture Notes
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7
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Generalized Eigen Vectors
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R1: Lecture Notes
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8
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Chains
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R1: Lecture Notes
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9
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Canonical Basis
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R1: Lecture Notes
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10
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Jordan Canonical Forms of Matrices
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R1: Lecture Notes
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11
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Complex Inner Product and Self Adjoit Matrices
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R1: Lecture Notes
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12
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Real Symmetric and Orthogonal Matrices
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R1: Lecture Notes
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13
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Hermitan and Uniter Matrices
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R1: Lecture Notes
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14
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Positive Definite Matrices
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R1: Lecture Notes
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