Udemy - Math 0-1 Linear Algebra for Data Science & Machine Learning (8.2023)

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    • Files
    1. 1. Introduction/1. Introduction and Outline.mp446.22 MB
    2. 1. Introduction/2. How to Succeed in this Course.mp441.18 MB
    3. 1. Introduction/3. Where to Get the Code.mp422.00 MB
    4. 1. Introduction/4. How to Take this Course.mp420.35 MB
    5. 1. Introduction/1. Introduction and Outline.srt13.20 KB
    6. 1. Introduction/2. How to Succeed in this Course.srt12.51 KB
    7. 1. Introduction/3. Where to Get the Code.srt5.19 KB
    8. 1. Introduction/4. How to Take this Course.srt2.76 KB
    9. 1. Introduction/3.2 Github Link.html147 B
    10. 1. Introduction/3.1 Code Link.html128 B
    11. 2. Linear Systems Review/4. Gaussian Elimination.mp4229.01 MB
    12. 2. Linear Systems Review/3. 3 Equations and 3 Unknowns.mp4164.10 MB
    13. 2. Linear Systems Review/2. 2 Equations and 2 Unknowns.mp4133.49 MB
    14. 2. Linear Systems Review/1. Lines and Planes.mp4102.59 MB
    15. 2. Linear Systems Review/6. Infinitely Many Solutions.mp482.51 MB
    16. 2. Linear Systems Review/5. No Solutions.mp449.02 MB
    17. 2. Linear Systems Review/8. Suggestion Box.mp428.52 MB
    18. 2. Linear Systems Review/7. Review Summary.mp423.75 MB
    19. 2. Linear Systems Review/4. Gaussian Elimination.srt26.25 KB
    20. 2. Linear Systems Review/3. 3 Equations and 3 Unknowns.srt20.14 KB
    21. 2. Linear Systems Review/2. 2 Equations and 2 Unknowns.srt15.63 KB
    22. 2. Linear Systems Review/1. Lines and Planes.srt11.40 KB
    23. 2. Linear Systems Review/6. Infinitely Many Solutions.srt10.02 KB
    24. 2. Linear Systems Review/7. Review Summary.srt5.73 KB
    25. 2. Linear Systems Review/5. No Solutions.srt5.65 KB
    26. 2. Linear Systems Review/8. Suggestion Box.srt4.81 KB
    27. 3. Vectors and Matrices/9. What is a Matrix.mp4278.66 MB
    28. 3. Vectors and Matrices/6. Application Neural Embeddings, Cosine Similarity (Optional).mp4227.05 MB
    29. 3. Vectors and Matrices/1. What is a Vector.mp4200.96 MB
    30. 3. Vectors and Matrices/11. Matrix Multiplication.mp4187.72 MB
    31. 3. Vectors and Matrices/3. Dot Product.mp4159.85 MB
    32. 3. Vectors and Matrices/13. Matrix-Vector Product.mp4132.20 MB
    33. 3. Vectors and Matrices/2. Adding and Subtracting Vectors.mp4115.74 MB
    34. 3. Vectors and Matrices/5. Dot Product Exercises in Python.mp4115.01 MB
    35. 3. Vectors and Matrices/16. Outer Product.mp4100.53 MB
    36. 3. Vectors and Matrices/4. Dot Product (pt 2).mp493.16 MB
    37. 3. Vectors and Matrices/18. Matrix Exercises in Python.mp492.30 MB
    38. 3. Vectors and Matrices/12. Properties of Matrix Multiplication.mp487.80 MB
    39. 3. Vectors and Matrices/7. Exercise Normalizing a Vector.mp479.36 MB
    40. 3. Vectors and Matrices/20. Vectors and Matrices Summary.mp477.39 MB
    41. 3. Vectors and Matrices/14. Application Neural Networks.mp475.50 MB
    42. 3. Vectors and Matrices/17. Application Replicating GPT-4 (Optional).mp472.62 MB
    43. 3. Vectors and Matrices/19. Linear Systems Revisited.mp459.04 MB
    44. 3. Vectors and Matrices/8. Exercise The Vector Normal to a Plane.mp449.67 MB
    45. 3. Vectors and Matrices/10. Matrix Addition and Scalar Multiplication.mp436.65 MB
    46. 3. Vectors and Matrices/15. Element-Wise Product.mp431.45 MB
    47. 3. Vectors and Matrices/9. What is a Matrix.srt34.16 KB
    48. 3. Vectors and Matrices/18. Matrix Exercises in Python.srt32.43 KB
    49. 3. Vectors and Matrices/6. Application Neural Embeddings, Cosine Similarity (Optional).srt27.36 KB
    50. 3. Vectors and Matrices/1. What is a Vector.srt24.77 KB
    51. 3. Vectors and Matrices/5. Dot Product Exercises in Python.srt23.07 KB
    52. 3. Vectors and Matrices/11. Matrix Multiplication.srt21.49 KB
    53. 3. Vectors and Matrices/3. Dot Product.srt18.35 KB
    54. 3. Vectors and Matrices/20. Vectors and Matrices Summary.srt15.88 KB
    55. 3. Vectors and Matrices/13. Matrix-Vector Product.srt14.57 KB
    56. 3. Vectors and Matrices/2. Adding and Subtracting Vectors.srt12.75 KB
    57. 3. Vectors and Matrices/16. Outer Product.srt11.10 KB
    58. 3. Vectors and Matrices/4. Dot Product (pt 2).srt10.84 KB
    59. 3. Vectors and Matrices/7. Exercise Normalizing a Vector.srt9.59 KB
    60. 3. Vectors and Matrices/12. Properties of Matrix Multiplication.srt9.13 KB
    61. 3. Vectors and Matrices/17. Application Replicating GPT-4 (Optional).srt8.41 KB
    62. 3. Vectors and Matrices/14. Application Neural Networks.srt8.15 KB
    63. 3. Vectors and Matrices/19. Linear Systems Revisited.srt6.81 KB
    64. 3. Vectors and Matrices/8. Exercise The Vector Normal to a Plane.srt5.45 KB
    65. 3. Vectors and Matrices/10. Matrix Addition and Scalar Multiplication.srt4.24 KB
    66. 3. Vectors and Matrices/15. Element-Wise Product.srt3.36 KB
    67. 4. Matrix Operations and Special Matrices/21. Positive Definite and Negative Definite Matrices.mp4256.68 MB
    68. 4. Matrix Operations and Special Matrices/16. Determinants (pt 2).mp4254.82 MB
    69. 4. Matrix Operations and Special Matrices/7. Properties of the Matrix Transpose.mp4242.12 MB
    70. 4. Matrix Operations and Special Matrices/3. Matrix Inverse.mp4237.66 MB
    71. 4. Matrix Operations and Special Matrices/23. Exercise Complete the Square.mp4215.97 MB
    72. 4. Matrix Operations and Special Matrices/6. Matrix Transpose.mp4188.78 MB
    73. 4. Matrix Operations and Special Matrices/15. Determinants (pt 1).mp4188.69 MB
    74. 4. Matrix Operations and Special Matrices/10. Orthogonal and Orthonormal Matrices and Vectors.mp4142.12 MB
    75. 4. Matrix Operations and Special Matrices/9. Transpose in Higher Dimensions.mp4133.26 MB
    76. 4. Matrix Operations and Special Matrices/17. Determinant Formula (Optional).mp4118.38 MB
    77. 4. Matrix Operations and Special Matrices/2. Diagonal Matrices.mp4111.14 MB
    78. 4. Matrix Operations and Special Matrices/14. Exercise Why Are Orthogonal Matrices Length- and Angle-Preserving.mp495.48 MB
    79. 4. Matrix Operations and Special Matrices/24. Matrix Operations Exercises in Python.mp480.57 MB
    80. 4. Matrix Operations and Special Matrices/5. Singular Matrices.mp479.14 MB
    81. 4. Matrix Operations and Special Matrices/8. Symmetric Matrices.mp477.21 MB
    82. 4. Matrix Operations and Special Matrices/20. Matrix Trace (Optional).mp476.18 MB
    83. 4. Matrix Operations and Special Matrices/4. Exercise Inverse of the Inverse.mp473.52 MB
    84. 4. Matrix Operations and Special Matrices/25. Matrix Operations and Special Matrices Summary.mp463.35 MB
    85. 4. Matrix Operations and Special Matrices/1. Identity Matrix.mp457.45 MB
    86. 4. Matrix Operations and Special Matrices/18. Determinant Identities (Optional).mp457.37 MB
    87. 4. Matrix Operations and Special Matrices/22. Exercise Inverse of a Positive Definite Matrix.mp439.43 MB
    88. 4. Matrix Operations and Special Matrices/13. Exercise Transpose of Inverse of Symmetric Matrix.mp438.16 MB
    89. 4. Matrix Operations and Special Matrices/11. Exercise Orthogonal Matrices.mp431.52 MB
    90. 4. Matrix Operations and Special Matrices/19. Exercise Determinant of a Unitary Matrix.mp423.39 MB
    91. 4. Matrix Operations and Special Matrices/12. Exercise Inverse of a Product.mp422.58 MB
    92. 4. Matrix Operations and Special Matrices/7. Properties of the Matrix Transpose.srt33.64 KB
    93. 4. Matrix Operations and Special Matrices/16. Determinants (pt 2).srt27.45 KB
    94. 4. Matrix Operations and Special Matrices/3. Matrix Inverse.srt26.49 KB
    95. 4. Matrix Operations and Special Matrices/21. Positive Definite and Negative Definite Matrices.srt25.48 KB
    96. 4. Matrix Operations and Special Matrices/23. Exercise Complete the Square.srt24.55 KB
    97. 4. Matrix Operations and Special Matrices/15. Determinants (pt 1).srt22.52 KB
    98. 4. Matrix Operations and Special Matrices/6. Matrix Transpose.srt21.54 KB
    99. 4. Matrix Operations and Special Matrices/24. Matrix Operations Exercises in Python.srt18.50 KB
    100. 4. Matrix Operations and Special Matrices/9. Transpose in Higher Dimensions.srt16.46 KB
    101. 4. Matrix Operations and Special Matrices/25. Matrix Operations and Special Matrices Summary.srt16.18 KB
    102. 4. Matrix Operations and Special Matrices/10. Orthogonal and Orthonormal Matrices and Vectors.srt15.11 KB
    103. 4. Matrix Operations and Special Matrices/17. Determinant Formula (Optional).srt14.83 KB
    104. 4. Matrix Operations and Special Matrices/14. Exercise Why Are Orthogonal Matrices Length- and Angle-Preserving.srt10.81 KB
    105. 4. Matrix Operations and Special Matrices/5. Singular Matrices.srt9.31 KB
    106. 4. Matrix Operations and Special Matrices/2. Diagonal Matrices.srt9.12 KB
    107. 4. Matrix Operations and Special Matrices/8. Symmetric Matrices.srt8.58 KB
    108. 4. Matrix Operations and Special Matrices/20. Matrix Trace (Optional).srt8.40 KB
    109. 4. Matrix Operations and Special Matrices/4. Exercise Inverse of the Inverse.srt7.97 KB
    110. 4. Matrix Operations and Special Matrices/18. Determinant Identities (Optional).srt7.42 KB
    111. 4. Matrix Operations and Special Matrices/1. Identity Matrix.srt6.66 KB
    112. 4. Matrix Operations and Special Matrices/13. Exercise Transpose of Inverse of Symmetric Matrix.srt4.16 KB
    113. 4. Matrix Operations and Special Matrices/22. Exercise Inverse of a Positive Definite Matrix.srt4.13 KB
    114. 4. Matrix Operations and Special Matrices/11. Exercise Orthogonal Matrices.srt3.93 KB
    115. 4. Matrix Operations and Special Matrices/12. Exercise Inverse of a Product.srt2.48 KB
    116. 4. Matrix Operations and Special Matrices/19. Exercise Determinant of a Unitary Matrix.srt2.38 KB
    117. 5. Matrix Rank/1. Linear Independence and Dependence.mp4358.84 MB
    118. 5. Matrix Rank/4. Matrix Decompositions (SVD, QR, LU, Cholesky).mp4256.61 MB
    119. 5. Matrix Rank/5. Rank After Multplication.mp4245.30 MB
    120. 5. Matrix Rank/3. The Rank of a Matrix.mp4223.49 MB
    121. 5. Matrix Rank/7. Applications Recommender Systems and Topic Modeling (Optional).mp4179.84 MB
    122. 5. Matrix Rank/6. Low-Rank Approximations and Frobenius Norm.mp4133.49 MB
    123. 5. Matrix Rank/8. Applications of SVD Data Visualization and Feature Selection (Optional).mp4127.70 MB
    124. 5. Matrix Rank/11. Matrix Decompositions in Python.mp4112.06 MB
    125. 5. Matrix Rank/9. Application LoRA for Diffusion Models and LLMs (Optional).mp494.69 MB
    126. 5. Matrix Rank/2. Geometric Interpretation of Linear Combinations.mp481.93 MB
    127. 5. Matrix Rank/10. Exercise Generating a Positive Semi-Definite Matrix.mp455.70 MB
    128. 5. Matrix Rank/12. Matrix Rank Summary.mp431.24 MB
    129. 5. Matrix Rank/1. Linear Independence and Dependence.srt38.03 KB
    130. 5. Matrix Rank/4. Matrix Decompositions (SVD, QR, LU, Cholesky).srt25.95 KB
    131. 5. Matrix Rank/11. Matrix Decompositions in Python.srt25.38 KB
    132. 5. Matrix Rank/5. Rank After Multplication.srt24.11 KB
    133. 5. Matrix Rank/3. The Rank of a Matrix.srt20.96 KB
    134. 5. Matrix Rank/7. Applications Recommender Systems and Topic Modeling (Optional).srt18.28 KB
    135. 5. Matrix Rank/6. Low-Rank Approximations and Frobenius Norm.srt13.29 KB
    136. 5. Matrix Rank/8. Applications of SVD Data Visualization and Feature Selection (Optional).srt12.95 KB
    137. 5. Matrix Rank/9. Application LoRA for Diffusion Models and LLMs (Optional).srt10.12 KB
    138. 5. Matrix Rank/2. Geometric Interpretation of Linear Combinations.srt8.34 KB
    139. 5. Matrix Rank/12. Matrix Rank Summary.srt6.73 KB
    140. 5. Matrix Rank/10. Exercise Generating a Positive Semi-Definite Matrix.srt5.59 KB
    141. 6. Eigenvalues and Eigenvectors/13. Constructing the SVD (Proof of SVD).mp4278.22 MB
    142. 6. Eigenvalues and Eigenvectors/12. Diagonalization.mp4249.73 MB
    143. 6. Eigenvalues and Eigenvectors/1. How to Find Eigenvalues and Eigenvectors (pt 1).mp4243.57 MB
    144. 6. Eigenvalues and Eigenvectors/3. Exercise Rotation Matrix.mp4221.85 MB
    145. 6. Eigenvalues and Eigenvectors/17. Eigenvalues in Python.mp4145.20 MB
    146. 6. Eigenvalues and Eigenvectors/16. Functions of Matrices (Optional).mp4137.20 MB
    147. 6. Eigenvalues and Eigenvectors/6. Conjugate Transpose and Hermitian Matrices.mp4113.92 MB
    148. 6. Eigenvalues and Eigenvectors/9. Test for Positive Definiteness Using Eigenvalues.mp486.87 MB
    149. 6. Eigenvalues and Eigenvectors/15. Application The Vanishing Gradient Problem.mp486.45 MB
    150. 6. Eigenvalues and Eigenvectors/14. Matrix Powers.mp482.42 MB
    151. 6. Eigenvalues and Eigenvectors/19. Eigenvalues and Eigenvectors Summary.mp471.01 MB
    152. 6. Eigenvalues and Eigenvectors/8. Why Do Hermitian Matrices Have Orthogonal Eigenvectors.mp464.32 MB
    153. 6. Eigenvalues and Eigenvectors/7. Hermitian Matrices Have Real Eigenvalues.mp461.92 MB
    154. 6. Eigenvalues and Eigenvectors/18. Quiz Square Root of a Matrix.mp455.37 MB
    155. 6. Eigenvalues and Eigenvectors/11. Invertibility From Eigenvalues (Positive Definite Matrices Are Invertible).mp446.41 MB
    156. 6. Eigenvalues and Eigenvectors/10. Determinant From Eigenvalues.mp429.20 MB
    157. 6. Eigenvalues and Eigenvectors/2. How to Find Eigenvalues and Eigenvectors (pt 2).mp427.19 MB
    158. 6. Eigenvalues and Eigenvectors/4. Exercise Why Do A^TA and AA^T Have the Same Eigenvalues.mp426.40 MB
    159. 6. Eigenvalues and Eigenvectors/5. Exercise Eigenvalues of the Inverse.mp425.33 MB
    160. 6. Eigenvalues and Eigenvectors/17. Eigenvalues in Python.srt34.33 KB
    161. 6. Eigenvalues and Eigenvectors/1. How to Find Eigenvalues and Eigenvectors (pt 1).srt25.98 KB
    162. 6. Eigenvalues and Eigenvectors/13. Constructing the SVD (Proof of SVD).srt25.77 KB
    163. 6. Eigenvalues and Eigenvectors/12. Diagonalization.srt25.19 KB
    164. 6. Eigenvalues and Eigenvectors/3. Exercise Rotation Matrix.srt24.12 KB
    165. 6. Eigenvalues and Eigenvectors/19. Eigenvalues and Eigenvectors Summary.srt15.39 KB
    166. 6. Eigenvalues and Eigenvectors/16. Functions of Matrices (Optional).srt14.52 KB
    167. 6. Eigenvalues and Eigenvectors/6. Conjugate Transpose and Hermitian Matrices.srt11.54 KB
    168. 6. Eigenvalues and Eigenvectors/15. Application The Vanishing Gradient Problem.srt9.64 KB
    169. 6. Eigenvalues and Eigenvectors/14. Matrix Powers.srt9.40 KB
    170. 6. Eigenvalues and Eigenvectors/9. Test for Positive Definiteness Using Eigenvalues.srt8.28 KB
    171. 6. Eigenvalues and Eigenvectors/7. Hermitian Matrices Have Real Eigenvalues.srt7.52 KB
    172. 6. Eigenvalues and Eigenvectors/8. Why Do Hermitian Matrices Have Orthogonal Eigenvectors.srt6.81 KB
    173. 6. Eigenvalues and Eigenvectors/18. Quiz Square Root of a Matrix.srt6.15 KB
    174. 6. Eigenvalues and Eigenvectors/11. Invertibility From Eigenvalues (Positive Definite Matrices Are Invertible).srt5.13 KB
    175. 6. Eigenvalues and Eigenvectors/2. How to Find Eigenvalues and Eigenvectors (pt 2).srt3.36 KB
    176. 6. Eigenvalues and Eigenvectors/4. Exercise Why Do A^TA and AA^T Have the Same Eigenvalues.srt3.09 KB
    177. 6. Eigenvalues and Eigenvectors/10. Determinant From Eigenvalues.srt2.95 KB
    178. 6. Eigenvalues and Eigenvectors/5. Exercise Eigenvalues of the Inverse.srt2.67 KB
    179. 7. Setting Up Your Environment (AppendixFAQ by Student Request)/2. How to install Numpy, Scipy, Matplotlib, Pandas, IPython, Theano, and TensorFlow.mp4147.17 MB
    180. 7. Setting Up Your Environment (AppendixFAQ by Student Request)/1. Anaconda Environment Setup.mp452.63 MB
    181. 7. Setting Up Your Environment (AppendixFAQ by Student Request)/1. Anaconda Environment Setup.srt20.13 KB
    182. 7. Setting Up Your Environment (AppendixFAQ by Student Request)/2. How to install Numpy, Scipy, Matplotlib, Pandas, IPython, Theano, and TensorFlow.srt15.86 KB
    183. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/4. What order should I take your courses in (part 2).mp4105.89 MB
    184. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/1. Can YouTube Teach Me Calculus.mp486.85 MB
    185. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/3. What order should I take your courses in (part 1).mp477.89 MB
    186. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/2. Is this for Beginners or Experts Academic or Practical Fast or slow-paced.mp438.49 MB
    187. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/2. Is this for Beginners or Experts Academic or Practical Fast or slow-paced.srt32.51 KB
    188. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/1. Can YouTube Teach Me Calculus.srt24.95 KB
    189. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/4. What order should I take your courses in (part 2).srt23.96 KB
    190. 8. Effective Learning Strategies (AppendixFAQ by Student Request)/3. What order should I take your courses in (part 1).srt16.75 KB
    191. 9. Appendix FAQ Finale/2. BONUS.mp439.92 MB
    192. 9. Appendix FAQ Finale/1. What is the Appendix.mp416.20 MB
    193. 9. Appendix FAQ Finale/2. BONUS.srt7.94 KB
    194. 9. Appendix FAQ Finale/1. What is the Appendix.srt3.73 KB
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