Section: Lecture recording and lectures notes from the 2020-2021 ELSC course | 76967 Supplementary Math Course -Linear Algebra | 2023/24

Section outline

- Select activity Lecture notes
  
  Students must
  
  Mark as done
  
  Lecture notes
- Select activity Lesson 1 lecture notes - Vectors, linear combinations, linear dependence
  
  Lesson 1 lecture notes - Vectors, linear combinations, linear dependence File
  
  Students must
  
  Mark as done
- Select activity Lesson 2 lecture notes - Matrices and linear transformations
  
  Lesson 2 lecture notes - Matrices and linear transformations File
  
  Students must
  
  Mark as done
- Select activity Lesson 3 lecture notes - Determinant, trace and the inverse matrix
  
  Lesson 3 lecture notes - Determinant, trace and the inverse matrix File
  
  Students must
  
  Mark as done
- Select activity Lesson 4 lecture notes - Matrices and sets of linear equations
  
  Lesson 4 lecture notes - Matrices and sets of linear equations File
  
  Students must
  
  Mark as done
- Select activity Lesson 5-6 lecture notes - Matrix diagonalization
  
  Lesson 5-6 lecture notes - Matrix diagonalization File
  
  Students must
  
  Mark as done
- Select activity Lesson 7-8 lecture notes - Inner product, projection matrix
  
  Lesson 7-8 lecture notes - Inner product, projection matrix File
  
  Students must
  
  Mark as done
- Select activity Lesson 9 lecture notes - Vectors and matrices over the complex numbers
  
  Lesson 9 lecture notes - Vectors and matrices over the complex numbers File
  
  Students must
  
  Mark as done
- Select activity Lesson 10 lecture notes - Vector spaces, inner product spaces
  
  Lesson 10 lecture notes - Vector spaces, inner product spaces File
  
  Students must
  
  Mark as done
- Select activity Lesson 11 lecture notes - The four fundamental subspaces
  
  Lesson 11 lecture notes - The four fundamental subspaces File
  
  Students must
  
  Mark as done
- Select activity Lesson 12 lecture notes - Some eigenvalues proofs
  
  Lesson 12 lecture notes - Some eigenvalues proofs File
  
  Students must
  
  Mark as done
- Select activity Lesson 13 - PCA and SVD
  
  Lesson 13 - PCA and SVD File
  
  Students must
  
  Mark as done
- Select activity Lesson 14 lecture notes - Course review
  
  Lesson 14 lecture notes - Course review File
  
  Students must
  
  Mark as done
- Select activity Lecture recordings
  
  Students must
  
  Mark as done
  
  Lecture recordings
- Select activity Lecture 1 - Vectors, linear combinations, linear dependence
  
  Lecture 1 - Vectors, linear combinations, linear dependence URL
- Select activity Matrices and linear transformations
  
  Matrices and linear transformations URL
- Select activity Lecture 2 - Matrices and linear transformations
  
  Lecture 2 - Matrices and linear transformations URL
- Select activity The determinant
  
  The determinant URL
- Select activity Lecture 3 - Determinant, trace and the inverse matrix
  
  Lecture 3 - Determinant, trace and the inverse matrix URL
- Select activity Systems of linear equations
  
  Systems of linear equations URL
- Select activity Row picture and column picture in 2D
  
  Row picture and column picture in 2D URL
- Select activity Lecture 4 - Systems of linear equations
  
  Lecture 4 - Systems of linear equations URL
- Select activity Lecture 5 - Eigenvalues, Eigenvectors and Matrix diagonalization - Part A
  
  Lecture 5 - Eigenvalues, Eigenvectors and Matrix diagonalization - Part A URL
- Select activity Lecture 5+6 - 5. Fibonaccci + 6. The dot product and orthogonality - Part A
  
  Lecture 5+6 - 5. Fibonaccci + 6. The dot product and orthogonality - Part A URL
- Select activity The dot product and orthogonality - part B1
  
  The dot product and orthogonality - part B1 URL
- Select activity The dot product and orthogonality - part B2
  
  The dot product and orthogonality - part B2 URL
- Select activity The least squares solution - a numerical example
  
  The least squares solution - a numerical example URL
- Select activity Lecture 7 - Complex vectors and matrices
  
  Lecture 7 - Complex vectors and matrices URL
- Select activity Complex eigenvalues, spiraling dynamics + Vector spaces
  
  Complex eigenvalues, spiraling dynamics + Vector spaces URL
- Select activity Lecture 8-9 - Inner product spaces + The four fundamental subspaces
  
  Lecture 8-9 - Inner product spaces + The four fundamental subspaces URL
- Select activity Lecture 9 (continued) - The four fundamental subspaces + Eigenproofs
  
  Lecture 9 (continued) - The four fundamental subspaces + Eigenproofs URL
- Select activity Lecture 13 - PCA and SVD
  
  Lecture 13 - PCA and SVD URL
- Select activity Course Review
  
  Course Review URL