Linear Algebra for Machine Learning and Generative AI

Linear Algebra for Machine Learning and Generative AI

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⌨️ Cauchy Schwarz Inequality - Derivation & Proof

17 of 23

17 of 23

⌨️ Cauchy Schwarz Inequality - Derivation & Proof

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Classroom Contents

Linear Algebra for Machine Learning and Generative AI

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  1. 1 ⌨️ Introduction to the course
  2. 2 ⌨️ Linear Algebra Roadmap for 2024
  3. 3 ⌨️ Course Prerequisites
  4. 4 ⌨️ Refreshment: Real Numbers and Vector Spaces
  5. 5 ⌨️ Refreshment: Norms and Euclidean Distance
  6. 6 ⌨️ Why These Prerequisites Matter
  7. 7 ⌨️ Foundations of Vectors
  8. 8 ⌨️ Vector - Geometric Representation Example
  9. 9 ⌨️ Special Vectors
  10. 10 ⌨️ Application of Vectors
  11. 11 ⌨️ Vectors Operations and Properties
  12. 12 ⌨️ Advanced Vectors and Concepts
  13. 13 ⌨️ Length of a Vector - def and example
  14. 14 ⌨️ Length of Vector - Geometric Intuition
  15. 15 ⌨️ Dot Product
  16. 16 ⌨️ Dot Product, Length of Vector and Cosine Rule
  17. 17 ⌨️ Cauchy Schwarz Inequality - Derivation & Proof
  18. 18 ⌨️ Introduction to Linear Systems
  19. 19 ⌨️ Introduction to Matrices
  20. 20 ⌨️ Core Matrix Operations
  21. 21 ⌨️ Solving Linear Systems - Gaussian Elimination
  22. 22 ⌨️ Detailed Example - Solving Linear Systems
  23. 23 ⌨️ Detailed Example - Reduced Row Echelon Form Augmented Matrix,REF, RREF

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