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Linear Algebra 1 (G30 Program) - Lecture 1: Linear systems
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Timestamps:
10:16 Definition 1.1 (linear eq. & system)
12:45 Example 1
21:49 Example 2
37:16 Definition 1.2 (elementary row operations)
39:33 Proposition 1.3
47:25 Example 3
0:57:42
Linear Algebra 1 (G30 Program) - Lecture 1: Linear systems
1:09:37
Linear Algebra 1 (G30 Program) - Lecture 10: Bases & Dimension
0:53:01
Linear Algebra 1 (G30 Program) - Lecture 2: Matrices & Vectors
1:04:56
Linear Algebra 1 (G30 Program) - Lecture 11: Coordinates
0:50:08
Linear Algebra 1 (G30 Program) - Lecture 4: Linear maps
1:05:20
Linear Algebra 1 (G30 Program) - Lecture 3: Sets & Functions (Injective, Surjective, Bijective)
0:38:27
Linear Algebra 1 (G30 Program) - Lecture 9: Linear Independence
1:12:04
Linear Algebra 1 (G30 Program) - Lecture 5: Linear maps in geometry
0:58:23
Linear Algebra 1 (G30 Program) - Lecture 8: Subspaces, Kernel & Image
1:10:54
Linear Algebra 1 (G30 Program) - Lecture 13: Orthogonal projection & Least squares
0:49:35
Linear Algebra 1 (G30 Program) - Lecture 6: Composition of linear maps & matrix multiplication
0:39:33
Linear Algebra II (G30 Program): Lecture 1-1 Introduction & Vector spaces
0:56:42
Linear Algebra 1 (G30 Program) - Lecture 7: The inverse of a linear map
0:26:26
Linear Algebra I (G30 Program, Fall 2021) - When is a linear map surjective and/or injective?
1:18:15
Linear Algebra 1 (G30 Program) - Lecture 12: Orthonormal bases & Gram-Schmidt algorithm
0:30:26
Linear Algebra I (G30 Program, Fall 2021) - The image of a non-linear map
0:51:59
Linear Algebra II (G30 Program): Lecture 1-2 Subspaces, span, basis, etc.
1:27:41
Linear algebra - lecture 1
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Linear Algebra II (G30 Program): Lecture 14: Review
0:53:33
Linear Algebra II (G30 Program): Lecture 7: Eigenvalues & Eigenvectors I
0:26:55
Linear Algebra - Lecture 1: Vectors in 2D
0:41:12
Linear Algebra II (G30 Program): Lecture 2: Linear maps
0:42:57
Linear Algebra II (G30 Program): Lecture 3: The matrix of a linear map
0:34:39
Linear Algebra II (G30 Program): Lecture 4: Determinants
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